Image decoding method for residual data coding in image coding system, and apparatus therefor

ABSTRACT

An image decoding method performed by a decoding apparatus, according to the present document, comprises the steps of: acquiring syntax elements for a first transform coefficient through an n-th transform coefficient of a current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of TSRC; and acquiring syntax elements for an n+1st transform coefficient through a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, wherein the number of context-coded syntax elements for the first transform coefficient through the n-th transform coefficient is equal to the maximum number of context-coded bins of the current block, and the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.

BACKGROUND OF THE DISCLOSURE Field of the Disclosure

The present disclosure relates to an image coding technique and, more particularly, to an image coding method and an apparatus therefor, in coding residual data according to TSRC of a current block in an image coding system, in the case that all maximum available context-coded bins for the current block are used, for coding the subsequent residual data according to a simplified residual data coding structure.

Related Art

Recently, demand for high-resolution, high-quality images, such as High Definition (HD) images and Ultra High Definition (UHD) images, has been increasing in various fields. As the image data has high resolution and high quality, the amount of information or bits to be transmitted increases relative to the legacy image data. Therefore, when image data is transmitted using a medium such as a conventional wired/wireless broadband line or image data is stored using an existing storage medium, the transmission cost and the storage cost thereof are increased.

Accordingly, there is a need for a highly coefficient image compression technique for effectively transmitting, storing, and reproducing information of high-resolution and high-quality images.

SUMMARY

The present disclosure provides a method and apparatus for improving image coding efficiency.

The present disclosure also provides a method and apparatus for improving residual coding efficiency.

According to an embodiment of this document, an image decoding method performed by a decoding apparatus is provided. The method includes: obtaining syntax elements for a first transform coefficient to an n-th transform coefficient of a current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC), obtaining syntax elements for an n+1th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, deriving transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, deriving residual samples of the current block based on the transform coefficients, and generating a reconstructed picture based on the residual samples, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.

According to another embodiment of this document, a decoding apparatus performing image decoding is provided. The decoding apparatus includes: an entropy decoder configured to obtain syntax elements for a first transform coefficient to an n-th transform coefficient of a current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC), and obtain syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, a residual processor configured to derive transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, and derive residual samples of the current block based on the transform coefficients, and an adder configured to generate a reconstructed picture based on the residual samples.

According to still another embodiment of this document, an image encoding method performed by an encoding apparatus is provided. The method includes: deriving transform coefficients for a current block; generating syntax elements for a first transform coefficient to an n-th transform coefficient of the current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC), generating syntax elements for an n+1th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, and encoding image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.

According to still another embodiment of this document, an image encoding apparatus is provided. The encoding apparatus includes: a residual processor configured to derive transform coefficients for a current block, and an entropy encoder configured to generate syntax elements for a first transform coefficient to an n-th transform coefficient of the current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC), generate syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, and encode image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.

According to still another embodiment of this document, a non-transitory computer-readable storage medium storing a bitstream including image information causing an image decoding method to be performed is provided. In the non-transitory computer-readable storage medium, the image decoding method includes: obtaining syntax elements for a first transform coefficient to an n-th transform coefficient of a current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC), obtaining syntax elements for an n+1th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC, deriving transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, deriving residual samples of the current block based on the transform coefficients, and generating a reconstructed picture based on the residual samples, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.

According to the present disclosure, the efficiency of residual coding may be improved.

According to the present disclosure, when the maximum number of context-coded bins for a current block is consumed in TSRC, syntax elements according to a simplified residual data coding structure may be signaled, and through this, the coding complexity of bypass-coded syntax elements is reduced, and the overall residual coding efficiency may be improved.

According to the present disclosure, as a coding order of bypass-coded syntax elements, an order in which a syntax element is preferential may be used, and through this, the coding efficiency of the bypass-coded syntax elements may be improved, and the overall residual coding efficiency may be improved.

BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 briefly illustrates an example of a video/image coding device to which embodiments of the present disclosure are applicable.

FIG. 2 is a schematic diagram illustrating a configuration of a video/image encoding apparatus to which the embodiment(s) of the present disclosure may be applied.

FIG. 3 is a schematic diagram illustrating a configuration of a video/image decoding apparatus to which the embodiment(s) of the present disclosure may be applied.

FIG. 4 exemplarily shows context-adaptive binary arithmetic coding (CABAC) for encoding a syntax element.

FIG. 5 is a diagram showing exemplary transform coefficients within a 4×4 block.

FIG. 6 illustrates an example in which the syntax elements are coded in TSRC.

FIG. 7 illustrates another example in which the syntax elements are coded in TSRC.

FIG. 8 illustrates another example in which the syntax elements are coded in TSRC.

FIG. 9 illustrates an example of coding syntax elements bypass-coded in TSRC in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential.

FIG. 10 illustrates an example of coding syntax elements bypass-coded in TSRC in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential.

FIG. 11 illustrates an example in which syntax elements are coded in the simplified residual data coding structure.

FIG. 12 illustrates an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential.

FIGS. 13a and 13b illustrate embodiments in which syntax elements are coded in the simplified residual data coding structure.

FIGS. 14a and 14b illustrate an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential.

FIG. 15 illustrates embodiments in which syntax elements are coded in the simplified residual data coding structure.

FIG. 16 illustrates an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential.

FIG. 17 briefly illustrates an image encoding method performed by an encoding apparatus according to the present disclosure.

FIG. 18 briefly illustrates an encoding apparatus for performing an image encoding method according to the present disclosure.

FIG. 19 briefly illustrates an image decoding method performed by a decoding apparatus according to the present disclosure.

FIG. 20 briefly illustrates a decoding apparatus for performing an image decoding method according to the present disclosure.

FIG. 21 illustrates a structural diagram of a contents streaming system to which the present disclosure is applied.

DESCRIPTION OF EXEMPLARY EMBODIMENTS

The present disclosure may be modified in various forms, and specific embodiments thereof will be described and illustrated in the drawings. However, the embodiments are not intended for limiting the disclosure. The terms used in the following description are used to merely describe specific embodiments but are not intended to limit the disclosure. An expression of a singular number includes an expression of the plural number, so long as it is clearly read differently. The terms such as “include” and “have” are intended to indicate that features, numbers, steps, operations, elements, components, or combinations thereof used in the following description exist and it should be thus understood that the possibility of existence or addition of one or more different features, numbers, steps, operations, elements, components, or combinations thereof is not excluded.

Meanwhile, elements in the drawings described in the disclosure are independently drawn for the purpose of convenience for explanation of different specific functions, and do not mean that the elements are embodied by independent hardware or independent software. For example, two or more elements of the elements may be combined to form a single element, or one element may be partitioned into plural elements. The embodiments in which the elements are combined and/or partitioned belong to the disclosure without departing from the concept of the disclosure.

Hereinafter, embodiments of the present disclosure will be described in detail with reference to the accompanying drawings. In addition, like reference numerals are used to indicate like elements throughout the drawings, and the same descriptions on the like elements will be omitted.

FIG. 1 briefly illustrates an example of a video/image coding device to which embodiments of the present disclosure are applicable.

Referring to FIG. 1, a video/image coding system may include a first device (source device) and a second device (receiving device). The source device may deliver encoded video/image information or data in the form of a file or streaming to the receiving device via a digital storage medium or network.

The source device may include a video source, an encoding apparatus, and a transmitter. The receiving device may include a receiver, a decoding apparatus, and a renderer. The encoding apparatus may be called a video/image encoding apparatus, and the decoding apparatus may be called a video/image decoding apparatus. The transmitter may be included in the encoding apparatus. The receiver may be included in the decoding apparatus. The renderer may include a display, and the display may be configured as a separate device or an external component.

The video source may acquire video/image through a process of capturing, synthesizing, or generating the video/image. The video source may include a video/image capture device and/or a video/image generating device. The video/image capture device may include, for example, one or more cameras, video/image archives including previously captured video/images, and the like. The video/image generating device may include, for example, computers, tablets and smartphones, and may (electronically) generate video/images. For example, a virtual video/image may be generated through a computer or the like. In this case, the video/image capturing process may be replaced by a process of generating related data.

The encoding apparatus may encode input image/image. The encoding apparatus may perform a series of procedures such as prediction, transform, and quantization for compression and coding efficiency. The encoded data (encoded video/image information) may be output in the form of a bitstream.

The transmitter may transmit the encoded image/image information or data output in the form of a bitstream to the receiver of the receiving device through a digital storage medium or a network in the form of a file or streaming. The digital storage medium may include various storage mediums such as USB, SD, CD, DVD, Blu-ray, HDD, SSD, and the like. The transmitter may include an element for generating a media file through a predetermined file format and may include an element for transmission through a broadcast/communication network. The receiver may receive/extract the bitstream and transmit the received bitstream to the decoding apparatus.

The decoding apparatus may decode the video/image by performing a series of procedures such as dequantization, inverse transform, and prediction corresponding to the operation of the encoding apparatus.

The renderer may render the decoded video/image. The rendered video/image may be displayed through the display.

Present disclosure relates to video/image coding. For example, the methods/embodiments disclosed in the present disclosure may be applied to a method disclosed in the versatile video coding (VVC), the EVC (essential video coding) standard, the AOMedia Video 1 (AV1) standard, the 2nd generation of audio video coding standard (AVS2), or the next generation video/image coding standard (ex. H.267 or H.268, etc.).

Present disclosure presents various embodiments of video/image coding, and the embodiments may be performed in combination with each other unless otherwise mentioned.

In the present disclosure, video may refer to a series of images over time. Picture generally refers to a unit representing one image in a specific time zone, and a subpicture/slice/tile is a unit constituting part of a picture in coding. The subpicture/slice/tile may include one or more coding tree units (CTUs). One picture may consist of one or more subpictures/slices/tiles. One picture may consist of one or more tile groups. One tile group may include one or more tiles. A brick may represent a rectangular region of CTU rows within a tile in a picture. A tile may be partitioned into multiple bricks, each of which consisting of one or more CTU rows within the tile. A tile that is not partitioned into multiple bricks may be also referred to as a brick. A brick scan is a specific sequential ordering of CTUs partitioning a picture in which the CTUs are ordered consecutively in CTU raster scan in a brick, bricks within a tile are ordered consecutively in a raster scan of the bricks of the tile, and tiles in a picture are ordered consecutively in a raster scan of the tiles of the picture. Also, a subpicture may represent a rectangular region of one or more slices within a picture. That is, a subpicture may contain one or more slices that collectively cover a rectangular region of a picture. A tile is a rectangular region of CTUs within a particular tile column and a particular tile row in a picture. The tile column is a rectangular region of CTUs having a height equal to the height of the picture and a width specified by syntax elements in the picture parameter set. The tile row is a rectangular region of CTUs having a height specified by syntax elements in the picture parameter set and a width equal to the width of the picture. A tile scan is a specific sequential ordering of CTUs partitioning a picture in which the CTUs are ordered consecutively in CTU raster scan in a tile whereas tiles in a picture are ordered consecutively in a raster scan of the tiles of the picture. A slice includes an integer number of bricks of a picture that may be exclusively contained in a single NAL unit. A slice may consists of either a number of complete tiles or only a consecutive sequence of complete bricks of one tile. Tile groups and slices may be used interchangeably in the present disclosure. For example, in the present disclosure, a tile group/tile group header may be called a slice/slice header.

A pixel or a pel may mean a smallest unit constituting one picture (or image). Also, ‘sample’ may be used as a term corresponding to a pixel. A sample may generally represent a pixel or a value of a pixel, and may represent only a pixel/pixel value of a luma component or only a pixel/pixel value of a chroma component.

A unit may represent a basic unit of image processing. The unit may include at least one of a specific region of the picture and information related to the region. One unit may include one luma block and two chroma (ex. cb, cr) blocks. The unit may be used interchangeably with terms such as block or area in some cases. In a general case, an M×N block may include samples (or sample arrays) or a set (or array) of transform coefficients of M columns and N rows.

In the present disclosure, “A or B” may mean “only A”, “only B” or “both A and B”. In other words, in the present disclosure, “A or B” may be interpreted as “A and/or B”. For example, in the present disclosure, “A, B or C” may mean “only A”, “only B”, “only C”, or “any combination of A, B and C”.

A slash (/) or a comma used in the present disclosure may mean “and/or”. For example, “A/B” may mean “A and/or B”. Accordingly, “A/B” may mean “only A”, “only B”, or “both A and B”. For example, “A, B, C” may mean “A, B, or C”.

In the present disclosure, “at least one of A and B” may mean “only A”, “only B” or “both A and B”. Also, in the present disclosure, the expression “at least one of A or B” or “at least one of A and/or B” may be interpreted the same as “at least one of A and B”.

Also, in the present disclosure, “at least one of A, B and C” may mean “only A”, “only B”, “only C”, or “any combination of A, B and C”. Also, “at least one of A, B or C” or “at least one of A, B and/or C” may mean “at least one of A, B and C”.

In addition, parentheses used in the present disclosure may mean “for example”. Specifically, when “prediction (intra prediction)” is indicated, “intra prediction” may be proposed as an example of “prediction”. In other words, “prediction” in the present disclosure may be not limited to “intra prediction”, and “intra prediction” may be proposed as an example of “prediction”. Also, even when “prediction (i.e., intra prediction)” is indicated, “intra prediction” may be proposed as an example of “prediction”.

Technical features that are individually described in one drawing in the present disclosure may be implemented individually or may be implemented at the same time.

The following drawings were created to explain a specific example of the present disclosure. Since the names of specific devices described in the drawings or the names of specific signals/messages/fields are presented as an example, the technical features of the present disclosure are not limited to the specific names used in the following drawings.

FIG. 2 is a schematic diagram illustrating a configuration of a video/image encoding apparatus to which the embodiment(s) of the present disclosure may be applied. Hereinafter, the video encoding apparatus may include an image encoding apparatus.

Referring to FIG. 2, the encoding apparatus 200 includes an image partitioner 210, a predictor 220, a residual processor 230, and an entropy encoder 240, an adder 250, a filter 260, and a memory 270. The predictor 220 may include an inter predictor 221 and an intra predictor 222. The residual processor 230 may include a transformer 232, a quantizer 233, a dequantizer 234, and an inverse transformer 235. The residual processor 230 may further include a subtractor 231. The adder 250 may be called a reconstructor or a reconstructed block generator. The image partitioner 210, the predictor 220, the residual processor 230, the entropy encoder 240, the adder 250, and the filter 260 may be configured by at least one hardware component (ex. An encoder chipset or processor) according to an embodiment. In addition, the memory 270 may include a decoded picture buffer (DPB) or may be configured by a digital storage medium. The hardware component may further include the memory 270 as an internal/external component.

The image partitioner 210 may partition an input image (or a picture or a frame) input to the encoding apparatus 200 into one or more processors. For example, the processor may be called a coding unit (CU). In this case, the coding unit may be recursively partitioned according to a quad-tree binary-tree ternary-tree (QTBTTT) structure from a coding tree unit (CTU) or a largest coding unit (LCU). For example, one coding unit may be partitioned into a plurality of coding units of a deeper depth based on a quad tree structure, a binary tree structure, and/or a ternary structure. In this case, for example, the quad tree structure may be applied first and the binary tree structure and/or ternary structure may be applied later. Alternatively, the binary tree structure may be applied first. The coding procedure according to the present disclosure may be performed based on the final coding unit that is no longer partitioned. In this case, the largest coding unit may be used as the final coding unit based on coding efficiency according to image characteristics, or if necessary, the coding unit may be recursively partitioned into coding units of deeper depth and a coding unit having an optimal size may be used as the final coding unit. Here, the coding procedure may include a procedure of prediction, transform, and reconstruction, which will be described later. As another example, the processor may further include a prediction unit (PU) or a transform unit (TU). In this case, the prediction unit and the transform unit may be split or partitioned from the aforementioned final coding unit. The prediction unit may be a unit of sample prediction, and the transform unit may be a unit for deriving a transform coefficient and/or a unit for deriving a residual signal from the transform coefficient.

The unit may be used interchangeably with terms such as block or area in some cases. In a general case, an M×N block may represent a set of samples or transform coefficients composed of M columns and N rows. A sample may generally represent a pixel or a value of a pixel, may represent only a pixel/pixel value of a luma component or represent only a pixel/pixel value of a chroma component. A sample may be used as a term corresponding to one picture (or image) for a pixel or a pel.

In the encoding apparatus 200, a prediction signal (predicted block, prediction sample array) output from the inter predictor 221 or the intra predictor 222 is subtracted from an input image signal (original block, original sample array) to generate a residual signal residual block, residual sample array), and the generated residual signal is transmitted to the transformer 232. In this case, as shown, a unit for subtracting a prediction signal (predicted block, prediction sample array) from the input image signal (original block, original sample array) in the encoder 200 may be called a subtractor 231. The predictor may perform prediction on a block to be processed (hereinafter, referred to as a current block) and generate a predicted block including prediction samples for the current block. The predictor may determine whether intra prediction or inter prediction is applied on a current block or CU basis. As described later in the description of each prediction mode, the predictor may generate various information related to prediction, such as prediction mode information, and transmit the generated information to the entropy encoder 240. The information on the prediction may be encoded in the entropy encoder 240 and output in the form of a bitstream.

The intra predictor 222 may predict the current block by referring to the samples in the current picture. The referred samples may be located in the neighborhood of the current block or may be located apart according to the prediction mode. In the intra prediction, prediction modes may include a plurality of non-directional modes and a plurality of directional modes. The non-directional mode may include, for example, a DC mode and a planar mode. The directional mode may include, for example, 33 directional prediction modes or 65 directional prediction modes according to the degree of detail of the prediction direction. However, this is merely an example, more or less directional prediction modes may be used depending on a setting. The intra predictor 222 may determine the prediction mode applied to the current block by using a prediction mode applied to a neighboring block.

The inter predictor 221 may derive a predicted block for the current block based on a reference block (reference sample array) specified by a motion vector on a reference picture. Here, in order to reduce the amount of motion information transmitted in the inter prediction mode, the motion information may be predicted in units of blocks, sub-blocks, or samples based on correlation of motion information between the neighboring block and the current block. The motion information may include a motion vector and a reference picture index. The motion information may further include inter prediction direction (L0 prediction, L1 prediction, Bi prediction, etc.) information. In the case of inter prediction, the neighboring block may include a spatial neighboring block present in the current picture and a temporal neighboring block present in the reference picture. The reference picture including the reference block and the reference picture including the temporal neighboring block may be the same or different. The temporal neighboring block may be called a collocated reference block, a co-located CU (colCU), and the like, and the reference picture including the temporal neighboring block may be called a collocated picture (colPic). For example, the inter predictor 221 may configure a motion information candidate list based on neighboring blocks and generate information indicating which candidate is used to derive a motion vector and/or a reference picture index of the current block. Inter prediction may be performed based on various prediction modes. For example, in the case of a skip mode and a merge mode, the inter predictor 221 may use motion information of the neighboring block as motion information of the current block. In the skip mode, unlike the merge mode, the residual signal may not be transmitted. In the case of the motion vector prediction (MVP) mode, the motion vector of the neighboring block may be used as a motion vector predictor and the motion vector of the current block may be indicated by signaling a motion vector difference.

The predictor 220 may generate a prediction signal based on various prediction methods described below. For example, the predictor may not only apply intra prediction or inter prediction to predict one block but also simultaneously apply both intra prediction and inter prediction. This may be called combined inter and intra prediction (CIIP). In addition, the predictor may be based on an intra block copy (IBC) prediction mode or a palette mode for prediction of a block. The IBC prediction mode or palette mode may be used for content image/video coding of a game or the like, for example, screen content coding (SCC). The IBC basically performs prediction in the current picture but may be performed similarly to inter prediction in that a reference block is derived in the current picture. That is, the IBC may use at least one of the inter prediction techniques described in the present disclosure. The palette mode may be considered as an example of intra coding or intra prediction. When the palette mode is applied, a sample value within a picture may be signaled based on information on the palette table and the palette index.

The prediction signal generated by the predictor (including the inter predictor 221 and/or the intra predictor 222) may be used to generate a reconstructed signal or to generate a residual signal. The transformer 232 may generate transform coefficients by applying a transform technique to the residual signal. For example, the transform technique may include at least one of a discrete cosine transform (DCT), a discrete sine transform (DST), a karhunen-loeve transform (KLT), a graph-based transform (GBT), or a conditionally non-linear transform (CNT). Here, the GBT means transform obtained from a graph when relationship information between pixels is represented by the graph. The CNT refers to transform generated based on a prediction signal generated using all previously reconstructed pixels. In addition, the transform process may be applied to square pixel blocks having the same size or may be applied to blocks having a variable size rather than square.

The quantizer 233 may quantize the transform coefficients and transmit them to the entropy encoder 240 and the entropy encoder 240 may encode the quantized signal (information on the quantized transform coefficients) and output a bitstream. The information on the quantized transform coefficients may be referred to as residual information. The quantizer 233 may rearrange block type quantized transform coefficients into a one-dimensional vector form based on a coefficient scanning order and generate information on the quantized transform coefficients based on the quantized transform coefficients in the one-dimensional vector form. Information on transform coefficients may be generated. The entropy encoder 240 may perform various encoding methods such as, for example, exponential Golomb, context-adaptive variable length coding (CAVLC), context-adaptive binary arithmetic coding (CABAC), and the like. The entropy encoder 240 may encode information necessary for video/image reconstruction other than quantized transform coefficients (ex. values of syntax elements, etc.) together or separately. Encoded information (ex. encoded video/image information) may be transmitted or stored in units of NALs (network abstraction layer) in the form of a bitstream. The video/image information may further include information on various parameter sets such as an adaptation parameter set (APS), a picture parameter set (PPS), a sequence parameter set (SPS), or a video parameter set (VPS). In addition, the video/image information may further include general constraint information. In the present disclosure, information and/or syntax elements transmitted/signaled from the encoding apparatus to the decoding apparatus may be included in video/picture information. The video/image information may be encoded through the above-described encoding procedure and included in the bitstream. The bitstream may be transmitted over a network or may be stored in a digital storage medium. The network may include a broadcasting network and/or a communication network, and the digital storage medium may include various storage media such as USB, SD, CD, DVD, Blu-ray, HDD, SSD, and the like. A transmitter (not shown) transmitting a signal output from the entropy encoder 240 and/or a storage unit (not shown) storing the signal may be included as internal/external element of the encoding apparatus 200, and alternatively, the transmitter may be included in the entropy encoder 240.

The quantized transform coefficients output from the quantizer 233 may be used to generate a prediction signal. For example, the residual signal (residual block or residual samples) may be reconstructed by applying dequantization and inverse transform to the quantized transform coefficients through the dequantizer 234 and the inverse transformer 235. The adder 250 adds the reconstructed residual signal to the prediction signal output from the inter predictor 221 or the intra predictor 222 to generate a reconstructed signal (reconstructed picture, reconstructed block, reconstructed sample array). If there is no residual for the block to be processed, such as a case where the skip mode is applied, the predicted block may be used as the reconstructed block. The adder 250 may be called a reconstructor or a reconstructed block generator. The generated reconstructed signal may be used for intra prediction of a next block to be processed in the current picture and may be used for inter prediction of a next picture through filtering as described below.

Meanwhile, luma mapping with chroma scaling (LMCS) may be applied during picture encoding and/or reconstruction.

The filter 260 may improve subjective/objective image quality by applying filtering to the reconstructed signal. For example, the filter 260 may generate a modified reconstructed picture by applying various filtering methods to the reconstructed picture and store the modified reconstructed picture in the memory 270, specifically, a DPB of the memory 270. The various filtering methods may include, for example, deblocking filtering, a sample adaptive offset, an adaptive loop filter, a bilateral filter, and the like. The filter 260 may generate various information related to the filtering and transmit the generated information to the entropy encoder 240 as described later in the description of each filtering method. The information related to the filtering may be encoded by the entropy encoder 240 and output in the form of a bitstream.

The modified reconstructed picture transmitted to the memory 270 may be used as the reference picture in the inter predictor 221. When the inter prediction is applied through the encoding apparatus, prediction mismatch between the encoding apparatus 200 and the decoding apparatus 300 may be avoided and encoding efficiency may be improved.

The DPB of the memory 270 DPB may store the modified reconstructed picture for use as a reference picture in the inter predictor 221. The memory 270 may store the motion information of the block from which the motion information in the current picture is derived (or encoded) and/or the motion information of the blocks in the picture that have already been reconstructed. The stored motion information may be transmitted to the inter predictor 221 and used as the motion information of the spatial neighboring block or the motion information of the temporal neighboring block. The memory 270 may store reconstructed samples of reconstructed blocks in the current picture and may transfer the reconstructed samples to the intra predictor 222.

FIG. 3 is a schematic diagram illustrating a configuration of a video/image decoding apparatus to which the embodiment(s) of the present disclosure may be applied.

Referring to FIG. 3, the decoding apparatus 300 may include an entropy decoder 310, a residual processor 320, a predictor 330, an adder 340, a filter 350, a memory 360. The predictor 330 may include an inter predictor 331 and an intra predictor 332. The residual processor 320 may include a dequantizer 321 and an inverse transformer 322. The entropy decoder 310, the residual processor 320, the predictor 330, the adder 340, and the filter 350 may be configured by a hardware component (ex. A decoder chipset or a processor) according to an embodiment. In addition, the memory 360 may include a decoded picture buffer (DPB) or may be configured by a digital storage medium. The hardware component may further include the memory 360 as an internal/external component.

When a bitstream including video/image information is input, the decoding apparatus 300 may reconstruct an image corresponding to a process in which the video/image information is processed in the encoding apparatus of FIG. 2. For example, the decoding apparatus 300 may derive units/blocks based on block partition related information obtained from the bitstream. The decoding apparatus 300 may perform decoding using a processor applied in the encoding apparatus. Thus, the processor of decoding may be a coding unit, for example, and the coding unit may be partitioned according to a quad tree structure, binary tree structure and/or ternary tree structure from the coding tree unit or the largest coding unit. One or more transform units may be derived from the coding unit. The reconstructed image signal decoded and output through the decoding apparatus 300 may be reproduced through a reproducing apparatus.

The decoding apparatus 300 may receive a signal output from the encoding apparatus of FIG. 2 in the form of a bitstream, and the received signal may be decoded through the entropy decoder 310. For example, the entropy decoder 310 may parse the bitstream to derive information (ex. video/image information) necessary for image reconstruction (or picture reconstruction). The video/image information may further include information on various parameter sets such as an adaptation parameter set (APS), a picture parameter set (PPS), a sequence parameter set (SPS), or a video parameter set (VPS). In addition, the video/image information may further include general constraint information. The decoding apparatus may further decode picture based on the information on the parameter set and/or the general constraint information. Signaled/received information and/or syntax elements described later in the present disclosure may be decoded may decode the decoding procedure and obtained from the bitstream. For example, the entropy decoder 310 decodes the information in the bitstream based on a coding method such as exponential Golomb coding, CAVLC, or CABAC, and output syntax elements required for image reconstruction and quantized values of transform coefficients for residual. More specifically, the CABAC entropy decoding method may receive a bin corresponding to each syntax element in the bitstream, determine a context model using a decoding target syntax element information, decoding information of a decoding target block or information of a symbol/bin decoded in a previous stage, and perform an arithmetic decoding on the bin by predicting a probability of occurrence of a bin according to the determined context model, and generate a symbol corresponding to the value of each syntax element. In this case, the CABAC entropy decoding method may update the context model by using the information of the decoded symbol/bin for a context model of a next symbol/bin after determining the context model. The information related to the prediction among the information decoded by the entropy decoder 310 may be provided to the predictor (the inter predictor 332 and the intra predictor 331), and the residual value on which the entropy decoding was performed in the entropy decoder 310, that is, the quantized transform coefficients and related parameter information, may be input to the residual processor 320. The residual processor 320 may derive the residual signal (the residual block, the residual samples, the residual sample array). In addition, information on filtering among information decoded by the entropy decoder 310 may be provided to the filter 350. Meanwhile, a receiver (not shown) for receiving a signal output from the encoding apparatus may be further configured as an internal/external element of the decoding apparatus 300, or the receiver may be a component of the entropy decoder 310. Meanwhile, the decoding apparatus according to the present disclosure may be referred to as a video/image/picture decoding apparatus, and the decoding apparatus may be classified into an information decoder (video/image/picture information decoder) and a sample decoder (video/image/picture sample decoder). The information decoder may include the entropy decoder 310, and the sample decoder may include at least one of the dequantizer 321, the inverse transformer 322, the adder 340, the filter 350, the memory 360, the inter predictor 332, and the intra predictor 331.

The dequantizer 321 may dequantize the quantized transform coefficients and output the transform coefficients. The dequantizer 321 may rearrange the quantized transform coefficients in the form of a two-dimensional block form. In this case, the rearrangement may be performed based on the coefficient scanning order performed in the encoding apparatus. The dequantizer 321 may perform dequantization on the quantized transform coefficients by using a quantization parameter (ex. quantization step size information) and obtain transform coefficients.

The inverse transformer 322 inversely transforms the transform coefficients to obtain a residual signal (residual block, residual sample array).

The predictor may perform prediction on the current block and generate a predicted block including prediction samples for the current block. The predictor may determine whether intra prediction or inter prediction is applied to the current block based on the information on the prediction output from the entropy decoder 310 and may determine a specific intra/inter prediction mode.

The predictor 320 may generate a prediction signal based on various prediction methods described below. For example, the predictor may not only apply intra prediction or inter prediction to predict one block but also simultaneously apply intra prediction and inter prediction. This may be called combined inter and intra prediction (CIIP). In addition, the predictor may be based on an intra block copy (IBC) prediction mode or a palette mode for prediction of a block. The IBC prediction mode or palette mode may be used for content image/video coding of a game or the like, for example, screen content coding (SCC). The IBC basically performs prediction in the current picture but may be performed similarly to inter prediction in that a reference block is derived in the current picture. That is, the IBC may use at least one of the inter prediction techniques described in the present disclosure. The palette mode may be considered as an example of intra coding or intra prediction. When the palette mode is applied, a sample value within a picture may be signaled based on information on the palette table and the palette index.

The intra predictor 331 may predict the current block by referring to the samples in the current picture. The referred samples may be located in the neighborhood of the current block or may be located apart according to the prediction mode. In the intra prediction, prediction modes may include a plurality of non-directional modes and a plurality of directional modes. The intra predictor 331 may determine the prediction mode applied to the current block by using a prediction mode applied to a neighboring block.

The inter predictor 332 may derive a predicted block for the current block based on a reference block (reference sample array) specified by a motion vector on a reference picture. In this case, in order to reduce the amount of motion information transmitted in the inter prediction mode, motion information may be predicted in units of blocks, sub-blocks, or samples based on correlation of motion information between the neighboring block and the current block. The motion information may include a motion vector and a reference picture index. The motion information may further include inter prediction direction (L0 prediction, L1 prediction, Bi prediction, etc.) information. In the case of inter prediction, the neighboring block may include a spatial neighboring block present in the current picture and a temporal neighboring block present in the reference picture. For example, the inter predictor 332 may configure a motion information candidate list based on neighboring blocks and derive a motion vector of the current block and/or a reference picture index based on the received candidate selection information. Inter prediction may be performed based on various prediction modes, and the information on the prediction may include information indicating a mode of inter prediction for the current block.

The adder 340 may generate a reconstructed signal (reconstructed picture, reconstructed block, reconstructed sample array) by adding the obtained residual signal to the prediction signal (predicted block, predicted sample array) output from the predictor (including the inter predictor 332 and/or the intra predictor 331). If there is no residual for the block to be processed, such as when the skip mode is applied, the predicted block may be used as the reconstructed block.

The adder 340 may be called reconstructor or a reconstructed block generator. The generated reconstructed signal may be used for intra prediction of a next block to be processed in the current picture, may be output through filtering as described below, or may be used for inter prediction of a next picture.

Meanwhile, luma mapping with chroma scaling (LMCS) may be applied in the picture decoding process.

The filter 350 may improve subjective/objective image quality by applying filtering to the reconstructed signal. For example, the filter 350 may generate a modified reconstructed picture by applying various filtering methods to the reconstructed picture and store the modified reconstructed picture in the memory 360, specifically, a DPB of the memory 360. The various filtering methods may include, for example, deblocking filtering, a sample adaptive offset, an adaptive loop filter, a bilateral filter, and the like.

The (modified) reconstructed picture stored in the DPB of the memory 360 may be used as a reference picture in the inter predictor 332. The memory 360 may store the motion information of the block from which the motion information in the current picture is derived (or decoded) and/or the motion information of the blocks in the picture that have already been reconstructed. The stored motion information may be transmitted to the inter predictor 260 so as to be utilized as the motion information of the spatial neighboring block or the motion information of the temporal neighboring block. The memory 360 may store reconstructed samples of reconstructed blocks in the current picture and transfer the reconstructed samples to the intra predictor 331.

In the present disclosure, the embodiments described in the filter 260, the inter predictor 221, and the intra predictor 222 of the encoding apparatus 200 may be the same as or respectively applied to correspond to the filter 350, the inter predictor 332, and the intra predictor 331 of the decoding apparatus 300. The same may also apply to the unit 332 and the intra predictor 331.

In the present disclosure, at least one of quantization/dequantization and/or transform/inverse transform may be omitted. When the quantization/dequantization is omitted, the quantized transform coefficient may be referred to as a transform coefficient. When the transform/inverse transform is omitted, the transform coefficient may be called a coefficient or a residual coefficient, or may still be called a transform coefficient for uniformity of expression.

In the present disclosure, a quantized transform coefficient and a transform coefficient may be referred to as a transform coefficient and a scaled transform coefficient, respectively. In this case, the residual information may include information on transform coefficient(s), and the information on the transform coefficient(s) may be signaled through residual coding syntax. The transform coefficients may be derived based on the residual information (or information on the transform coefficient(s)), and scaled transform coefficients may be derived through inverse transform (scaling) on the transform coefficients. Residual samples may be derived based on an inverse transform (transform) on the scaled transform coefficients. This may be applied/expressed in other parts of the present disclosure as well.

As described above, the encoding apparatus may perform various encoding methods such as exponential Golomb, context-adaptive variable length coding (CAVLC), and context-adaptive binary arithmetic coding (CABAC). In addition, the decoding apparatus may decode information in a bitstream based on a coding method such as exponential Golomb coding, CAVLC or CABAC, and output a value of a syntax element required for image reconstruction and quantized values of transform coefficients related to residuals.

For example, the coding methods described above may be performed as described below.

FIG. 4 exemplarily shows context-adaptive binary arithmetic coding (CABAC) for encoding a syntax element. For example, in the CABAC encoding process, when an input signal is a syntax element, rather than a binary value, the encoding apparatus may convert the input signal into a binary value by binarizing the value of the input signal. In addition, when the input signal is already a binary value (i.e., when the value of the input signal is a binary value), binarization may not be performed and may be bypassed. Here, each binary number 0 or 1 constituting a binary value may be referred to as a bin. For example, if a binary string after binarization is 110, each of 1, 1, and 0 is called one bin. The bin(s) for one syntax element may indicate a value of the syntax element.

Thereafter, the binarized bins of the syntax element may be input to a regular coding engine or a bypass coding engine. The regular coding engine of the encoding apparatus may allocate a context model reflecting a probability value to the corresponding bin, and may encode the corresponding bin based on the allocated context model. The regular coding engine of the encoding apparatus may update a context model for each bin after performing encoding on each bin. A bin encoded as described above may be referred to as a context-coded bin.

Meanwhile, when the binarized bins of the syntax element are input to the bypass coding engine, they may be coded as follows. For example, the bypass coding engine of the encoding apparatus omits a procedure of estimating a probability with respect to an input bin and a procedure of updating a probability model applied to the bin after encoding. When bypass encoding is applied, the encoding apparatus may encode the input bin by applying a uniform probability distribution instead of allocating a context model, thereby improving an encoding rate. The bin encoded as described above may be referred to as a bypass bin.

Entropy decoding may represent a process of performing the same process as the entropy encoding described above in reverse order.

For example, when a syntax element is decoded based on a context model, the decoding apparatus may receive a bin corresponding to the syntax element through a bitstream, determine a context model using the syntax element and decoding information of a decoding target block or a neighbor block or information of a symbol/bin decoded in a previous stage, predict an occurrence probability of the received bin according to the determined context model, and perform an arithmetic decoding on the bin to derive a value of the syntax element. Thereafter, a context model of a bin which is decoded next may be updated with the determined context model.

Also, for example, when a syntax element is bypass-decoded, the decoding apparatus may receive a bin corresponding to the syntax element through a bitstream, and decode the input bin by applying a uniform probability distribution. In this case, the procedure of the decoding apparatus for deriving the context model of the syntax element and the procedure of updating the context model applied to the bin after decoding may be omitted.

As described above, residual samples may be derived as quantized transform coefficients through transform and quantization processes. The quantized transform coefficients may also be referred to as transform coefficients. In this case, the transform coefficients in a block may be signaled in the form of residual information. The residual information may include a residual coding syntax. That is, the encoding apparatus may configure a residual coding syntax with residual information, encode the same, and output it in the form of a bitstream, and the decoding apparatus may decode the residual coding syntax from the bitstream and derive residual (quantized) transform coefficients. The residual coding syntax may include syntax elements representing whether transform was applied to the corresponding block, a location of a last effective transform coefficient in the block, whether an effective transform coefficient exists in the subblock, a size/sign of the effective transform coefficient, and the like, as will be described later.

For example, the (quantized) transformation coefficients (i.e., the residual information) may be encoded and/or decoded based on syntax elements such as transform_skip_flag, last_sig_coeff_x_prefix, last_sig_coeff_y_prefix, last_sig_coeff_x_suffix, last_sig_coeff_y_suffix, coded_sub_block_flag, sig_coeff_flag, par_level_flag, abs_level_gt1_flag, abs_level_gt3_flag, abs_remainder, coeff_sign_flag, dec_abs_level, mts_jdx. Syntax elements related to residual data encoding/decoding may be represented as shown in the following table.

TABLE 1 Descriptor residual coding( x0, y0, log2TbWidth, log2TbHeight, cIdx ) {   if( transform_skip_enabled_flag && ( cIdx ! = 0 | | tu_mts_flag[ x0 ][ y0] = = 0 ) &&    ( log2TbWidth <= 2 ) && ( log2TbHeight <= 2 ) )    transform_skip_flag[ x0 ][ y0 ][ cIdx ] ae(v)   last_sig_coeff_x_prefix ae(v)   last_sig_coeff_y_prefix ae(v)   if( last_sig_coeff_x_prefix > 3 )    last_sig_coeff_x_suffix ae(v)   if( last_sig_coeff_y_prefix > 3 )    last sig_coeff_y_suffix ae(v)   log2SbSize = ( Min( log2TbWidth, log2TbHeight ) < 2 ? 1 : 2 )   numSbCoeff = 1 << ( log2SbSize << 1 )   lastScanPos = numSbCoeff   lastSubBlock = ( 1 << ( log2TbWidth + log2TbHeight − 2 * log2SbSize ) ) − 1   do {    if( lastScanPos = = 0 ) {      lastScanPos − numSbCoeff      lastSubBlock− −    }    lastScanPos− −    xS − DiagScanOrder[ log2TbWidth − log2SbSize ][ log2TbHeight − log2SbSize ]            [ lastSubBlock ][ 0 ]    yS − DiagScanOrder[ log2TbWidth − log2SbSize ][ log2TbHeight − log2SbSize ]            [ lastSubBlock ][ 1 ]    xC − ( xS << log2SbSize ) +       DiagScanOrded[ log2SbSize ][ log2SbSize ][ lastScanPos ][ 0 ]    yC − ( yS << log2SbSize ) +       DiagScanOrderl| log2SbSize || log2SbSize || lastScanPos || 1 |   } while( ( xC != LastSignficantCoeffX ) | ( yC != LastSignificantCoeffY ) )   numSigCoeff = 0   QState − 0   for( i = lastSubBlock; i >= 0; i− − ) {    startQStateSb = QState    xS − DiagScanOrder[ log2TbWidth − log2SbSize ][ log2TbHeight − log2SbSize ]            [ lastSubBlock ][ 0 ]    yS = DiagScanOrder[ log2TbWidth − log2SbSize ][ log2TbHeight − log2SbSize ]            [ lastSubBlock ][ 1 ]    inferSbDcSigCoeffFlag = 0    if( (i < lastSubBlock ) && ( i > 0 ) ) {      coded_sub_block_flag[ xS ][ yS ] ae(v)      inferSbDcSigCoeffFlag = 1    }    firstSigScanPosSb = numSbCoeff    lastSigScanPosSb = −1    remBinsPass1 = ( log2SbSize < 2 ? 6 : 28 )    remBinsPass2 = ( log2SbSize < 2 ? 2 : 4 )    firstPosMode0 = (i = = lastSubBlock ? lastScanPos − 1 : numSbCoeff − 1 )    firstPosModel = −1    firstPosMode2 = −1    for( n = (i = = firstPosMode0; n >= 0 && remBinsPass1 >= 3; n− − ) {      xC = ( xS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]      yC = ( yS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 1 ]      if( coded_sub_block_flag[ xS ][ yS ] && ( n > 0 | | !inferSbDcSigCoeffFlag ) ) }       sig_coeff_flag[ xC ][ yC] ae(v)       remBinsPass1− −       if( sig_coeff_flag[ xC ][ yC ] )         inferSbDcSigCoeffFlag = 0      }      if( sig_coeff_flag[ xC ][ yC ] ) {       numSigCoeff | |       abs_level_gt1_flag[ n ] ae(v)       remBinsPass1− −       if( abs_level_gt1_flag[ n ] ) {         par_level_flag[ n ] ae(v)         remBinsPass1− −         if( remBinsPass2 > 0 ) {          remBinsPass2− −          if( remBinsPass2 = = 0 )            firstPosModel = n − 1         }       }       if( lastSigScanPosSb = = −1 )         lastSigScanPosSb = n       firstSigScanPosSb = n      }      AbsLevelPassl[ xC ][ yC ] =         sig_coeff_flag[ xC ][yC ] + par_level_flag[ n ] + abs_level_gt1_flag[ n ]      if( dep_quant_enabled_flag )       QState = QStateTransTable[ QState ][ AbsLevelPass1] xC ][ yC ] & 1 ]      if( remBinsPassl < 3 )        firstPosMode2 = n − 1    }    if( firstPosModel < firstPosMode2 )      firstPosModel = firstPosMode2    for( n = numSbCoeff − 1; n >= firstPosMode2; n− − )      if( abs_level_gt1_flag[ n ] )        abs_level_gt3_flag[ n ] ae(v)    for( n − numSbCoeff − 1; n >− firstPosModel; n− − ) {      xC = ( xS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]      yC = ( yS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 1 ]      if( abs_ level_gt3_ flag[ n ] )        abs_ remainder[ n ] ae(v)      AbsLevel[ xC ][ yC] = AbsLevelPassl[ xC ][ yC] +                2 * ( abs_level_gt3_flag[ n ] + abs_remainder[ n ] )    }    for( n = firstPosModel; n > firstPosMode2; n− − ) {      xC = ( xS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]      yC = ( yS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 1 ]      if( abs_level_gt1_flag[ n ] )        abs_remainder[ n ] ae(v)      AbsLevel[ xC ][ yC ] = AbsLevelPassl][ xC ][ yC ] − 2 * abs_remainder[ n ]    }    for( n − firstPosMode2; n >− 0; n− − ) {      xC = ( xS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]      yC = ( yS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 1 ]      dec_abs_level[ n ] ae(v)      if(AbsLevel[ xC ][ yC ] > 0 )        firstSigScanPosSb − n      if( dep_quant_enabled_flag )        QState − QStateTransTable[ QState ][ AbsLevel][ xC ][ yC ] & 1 ]    }    if( dep_quant_enabled_flag | | !sign_data_hiding_enabled_flag )      signHidden = 0    else      signHidden = ( lastSigScanPosSb − firstSigScanPosSb > 3 ? 1 : 0 )    for( n = numSbCoeff − 1; n >= 0; n− − ) {      xC = ( xS << log2SbSize ) + DiagScanOrder| log2SbSize || log2SbSize || n || 0 ]      yC = ( yS << log2SbSize ) + DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 1 ]      if( sig_coeff_flag[ xC ][ yC ] &&        ( !signHidden | | ( n != firstSigScanPosSb ) ) )        coeff_sign_flag[ n ] ae(v)    }    if( dep_quant_enabled_flag ) {      QState = startQStateSb      for( n = numSbCoeff − 1; n >= 0; n− − ) {        xC = ( xS << log2SbSize ) +          DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]        yC = ( yS << log2SbSize ) +          DiagScanOrder [ log2SbSize ][ log2SbSize ][ n ][ 1 ]        if( sig_coeff_flagr[ xC ][ yC ] )         TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] =            ( 2 * AbsLevel[ xC ][ yC ] − ( QState > 1 ? 1 : 0 ) ) *            ( 1 − 2 * coeff_sign_flag[ n ] )        QState = QStateTransTable[ QState ][ par_level_flag[ n ] ]    } else {      sumAbsLevel = 0      for( n = numSbCoeff 1; n >= 0; n ) {        xC = ( xS << log2SbSize ) +          DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]        yC = ( yS << log2SbSize ) +          DiagScanOrder[ log2SbSize ][ log2SbSize ][ n ][ 0 ]        if( sig_coeff_flag[ xC ][ yC ] ) {         TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] =           AbsLevel[ xC ][ yC ] * ( 1 − 2 * coeff_sign_flag[ n ] )        if( signHidden ) {          sumAbsLevel += AbsLevel[ xC ][ yC ]          if( ( n = = firstSigScanPosSb ) && ( sumAbsLevel % 2 ) = = 1 ) )           TransCoeffLevel[ x0 ][ y0 ][ cIdx][ xC ][ yC ] =              −TransCoeffLevel + [x0 ][ y0 ][ cldx ][ xC ][ yC ]         }        }      }    }   }   if tu_mts_flag[ x0 ][ y0 ] && ( cIdx = = 0 ) )    mts_idx[ x0 ][ y0 ][ cIdx ] ae(v) }

transform_skip_flag indicates whether transform is skipped in an associated block. The transform_skip_flag may be a syntax element of a transform skip flag. The associated block may be a coding block (CB) or a transform block (TB). Regarding transform (and quantization) and residual coding procedures, CB and TB may be used interchangeably. For example, as described above, residual samples may be derived for CB, and (quantized) transform coefficients may be derived through transform and quantization for the residual samples, and through the residual coding procedure, information (e.g., syntax elements) coefficiently indicating a position, magnitude, sign, etc. of the (quantized) transform coefficients may be generated and signaled. The quantized transform coefficients may simply be called transform coefficients. In general, when the CB is not larger than a maximum TB, a size of the CB may be the same as a size of the TB, and in this case, a target block to be transformed (and quantized) and residual coded may be called a CB or a TB. Meanwhile, when the CB is greater than the maximum TB, a target block to be transformed (and quantized) and residual coded may be called a TB. Hereinafter, it will be described that syntax elements related to residual coding are signaled in units of transform blocks (TBs) but this is an example and the TB may be used interchangeably with coding blocks (CBs as described above.

Meanwhile, syntax elements which are signaled after the transform skip flag is signaled may be the same as the syntax elements disclosed in Table 2 below, and detailed descriptions on the syntax elements are described below.

TABLE 2 Descriptor transform unit( x0, y0, tbWidth, tbHeight, treeType, subTuIndex, chType ) {  if( IntraSubPartitionsSplitType != ISP_NO_SPLIT &&    treeType = = SINGLE_TREE && subTuIndex = = NumIntraSubPartitions − 1 ) {   xC = CbPosX[ chType ][ x0 ][y0 ]   yC = CbPosY| chType || x0 || y0 |   wC = CbWidth[ chType ][ x0 ][ y0 ] / SubWidthC   hC = CbHeight[ chType ][ x0 ][ y0 ] / SubHeightC  } else {   xC = x0   yC = y0   wC = tbWidth / SubWidthC   hC = tbHeight / SubHeightC  }  chromaAvailable = treeType != DUAL_TREE_LUMA && sps_chroma_format_idc != 0 &&   ( IntraSubPartitionsSplitType = = ISP_NO_SPLIT | |   ( IntraSubPartitionsSplitType != ISP_NO_SPLIT &&   subTuIndex = = NumIntraSubPartitions − 1 ) )  if( ( treeType = = SINGLE_TREE | | treeType = = DUAL_TREE_CHROMA ) &&    sps_chroma_format_idc != 0 &&    ( ( intraSubPartitionsSplitType = = ISP_NO_SPLIT && !( cu_sbt_flag &&    ( ( subTuIndex = = 0 && cu_sbt_pos_flag ) | |    ( subTuIndex = = 1 && !cu_sbt_pos_flag ) ) ) ) | |    ( IntraSubPartitionsSplitType != ISP_NO_SPLIT &&    ( subTuIndex = = NumIntraSubPartitions − 1 ) ) ) ) }   tu cb coded flag[ xC ][ yC ] ae(v)   tu cr coded flag[ xC ][ yC ] ae(v)  }  if( treeType = = SINGLE TREE | | treeType = = DUAL TREE LUMA ) {   if( ( IntraSubPartitionsSplitType = = ISP_NO_SPL1T && !( cu_sbt_flag &&     ( ( subTuIndex = = 0 && cu_sbt_pos_flag ) | |     ( subTulndex = = 1 && !cu_sbt_pos_flag ) ) ) &&     ( ( CuPredMode[ chType ][ x0 ][ y0 ] = = MODE _INTRA &&     !cu_act_enabled_flag[ x0 ][ y0] ) | |     ( chromaAvailable && ( tu_cb_coded_flag[ xC ][ yC ] | |     tu_cr_coded_flag[ xC ][ yC ] ) ) | |     CbWidth[ chType ][ x0 ][ y0 ] > MaxTbSizeY | |     CbHeight[ chType ][ x0 ][ y0 ] > MaxTbSizeY ) ) | |     ( IntraSubPartitionsSplitType != ISP_NO_SPLIT &&     ( subTulndex < NumIntraSubPartitions − 1 | | !InferTuCbfLuma ) ) )    tu_y_coded_flag| x0 || y0 | ac(v)   if(IntraSubPartitionsSplitType != ISP NO SPLIT )    InferTuCbfLuma = InferTuCbfLuma && !tu y coded flag[ x0 ][ y0 ]  }  if( ( CbWidth[ chType ][ x0 ][ y0 ] > 64 | | CbHeight[ chType ][ x0 ][ y0 ] > 64 | |    tu_y_coded_flag[ x0 ][ y0 ] | | ( chromaAvailable && (tu_cb _coded_flag[ xC ][ yC ] | |    tu_cr_coded_flag[ xC ][ yC ] ) ) && treeType != DUAL_TREE_CHROMA &&    pps cu qp delta enabled flag && !IsCuQpDeltaCoded ) {   cu_qp_delta_abs ae(v)   if( cu qp delta abs )    cu_qp_delta_sign_flag ae(v)  }  if( ( CbWidth[ chType ][ x0 ][ y0 ] > 64 | | CbHeight[ chTypc ][ x0 ][ y0 ] > 64 | |    ( chromaAvailable && ( tu_cb_coded_flag[ xC ][ yC ] | |    tu_cr_coded_flag[ xC ][ yC ] ) ) ) &&    treeType != DUAL_TREE_LUMA && sh_cu_chroma_qp_offset_enabled_flag &&    !IsCuChromaQp0ffsetCoded ) {   cu chroma qp offset flag ae(v)   if( cu_chroma_qp_offset_flag && pps_chroma_qp_offset_list_len_minus1 > 0 )    cu chroma qp offset idx ae(v)  }  if( sps_joint_cbcr_enabled_flag && ( ( CuPredMode[ chType ][ x0 ][ y0 ] = = MODE_INTRA    && ( tu_cb_coded_flag[ xC ][ yC ] | | tu_cr_coded_flag[ xC ][ yC ] ) ) | |    ( tu_cb_coded_flag[ xC ][ yC ] && tu_cr_coded_flag[ xC ][ yC ] ) ) &&    chromaAvailable )   tu _joint_cbcr_residual_flag[ xC ][ yC ] ae(v)  if( tu y coded flag[ x0 ][ y0 ] && treeType != DUAL TREE CHROMA ) {   if( sps_transform_skip_enabled_flag && !BdpcmFlag[ x0 ][ y0 ][ 0 ] &&     tbWidth <= MaxTsSize && tbHeight <= MaxTsSize &&     ( IntraSubPartitionsSplitType = = ISP NO SPLIT ) && !cu sbt flag )    transform_skip_flag| x0 || y0 || 0 | ae(v)   if( !transform_skip_flag[ x0 ][ y0 ][ 0 ] | | sh_ts_residual_coding_disabled_flag )    residual coding( x0, y0, Log2( tbWidth ), Log2( tbHeight ), 0 )   else    residual ts coding( x0, y0, Log2( tbWidth ), Log2( tbHeight ), 0 )  }  if( tu cb coded flag[ xC ][ yC ] && treeType != DUAL TREE LUMA ) {   if( sps_transform_skip_enabled_ flag && !BdpcmFlag[x0 ][ y0 ][ 1 ] &&     wC <= MaxTsSize && hC <= MaxTsSize && !cu sbt flag )    transform_skip_flag[ xC ][ yC ][ 1 ] ae(v)   if( !transform_skip_flag[ xC ][ yC ][ 1 ] | | sh_ts_residual_coding_disabled_flag )    residual coding( xC, yC, Log2( wC ), Log2( hC ), 1 )   else    residual ts coding( xC, yC, Log2( wC ), Log2( hC ), 1 )  }  if( tu_cr_coded_flag[ xC ][ yC ] && treeType != DUAL_TREE_LUMA &&    !( tu_cb_coded_flag[ xC ][ yC ] && tu_joint_cbcr_residual_flag[ xC ][ yC ] ) ) {   if( sps_transform_skip_enabled_flag && !BdpcmFlag[ x0 ][ y0 ][ 2 ] &&     wC <= MaxTsSize && hC <= MaxTsSize && !cu sbt flag )    transform_skip_flag[ xC ][ yC ][ 2 ] ae(v)   if( !transform_skip_flag[ xC ][yC ][ 2 ] | | sh_ts_residual_coding_disabled_flag )    residual coding( xC, yC, Log2( wC ), Log2( hC ), 2 )   else    residual ts coding( xC, yC, Log2( wC ), Log2( hC ), 2 )  } }

TABLE 3 Descriptor residual coding( x0, y0, log2TbWidth, log2TbHeight, cIdx ) {  if( sps_mts_enabled_flag && cu_sbt_flag && cldx = = 0 &&    log2TbWidth = = 5 && log2TbHeight < 6 )   log2ZoTbWidth = 4  else    log2ZoTbWidth = Min( log2TbWidth, 5 )  if( sps_mts_enabled_flag && cu_sbt_flag && cIdx = = 0 &&    log2TbWidth < 6 && log2TbHeight = = 5 )   log2ZoTbHeight = 4  else   log2ZoTbHeight = Min( log2TbHeight, 5 )  if( log2TbWidth > 0 )   last_sig_coeff_x_prefix ae(v)  if( log2TbHeight > 0 )   last_sig_coeff_y_prefix ae(v)  if( last sig coeff x prefix > 3 )   last_sig_coeff_x_suffix ae(v)  if( last sig coeff y prefix > 3 )   last_sig_coeff_y_suffix ae(v)  log2TbWidth = log2ZoTbWidth  log2TbHeight = log2ZoTbHeight  remBinsPass1 = ( ( 1 << ( log2TbWidth + log2TbHeight ) ) * 7 ) >> 2  log2SbW = ( Min( log2TbWidth, log2TbHeight ) < 2 ? 1 : 2 )  log2SbH = log2SbW  if( log2TbWidth + log2TbHeight > 3 )   if( log2TbWidth < 2 ) {    log2SbW = log2TbWidth    log2SbH = 4 − log2SbW   } else if( log2TbHeight < 2 ) {    log2SbH = log2TbHeight    log2SbW = 4 − log2SbH   }  numSbCoeff = 1 << ( log2SbW + log2SbH )  lastScanPos = numSbCoeff  lastSubBlock = ( 1 << ( log2TbWidth + log2TbHeight − ( log2SbW + log2SbH ) ) ) − 1  do {   if( lastScanPos = = 0 ) {    lastScanPos = numSbCoeff    lastSubBlock− −   }   lastScanPos− −   xS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ]         [ lastSubBlock ][ 0 ]   yS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ]         [ lastSubBlock ][ 1 ]   xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ lastScanPos ][ 0 ]   yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ lastScanPos ][ 1 ]  } while( ( xC != LastSignificantCoeffX ) | | ( yC != LastSignificantCoeffY ) )  if( lastSubBlock = = 0 && log2TbWidth >= 2 && log2TbHeight >= 2 &&    !transform skip flag[ x0 ][ y0 ][ cIdx ] && lastScanPos > 0 )   LfnstDcOnly = 0  if( ( lastSubBlock > 0 && log2TbWidth >= 2 && log2TbHeight >= 2 ) | |    ( lastScanPos > 7 && ( log2TbWidth = = 2 | | log2TbWidth = = 3 ) &&    log2TbWidth = = log2TbHeight ) )   LfnstZeroOutSigCoeffFlag = 0  if( ( lastSubBlock > 0 | | lastScanPos > 0 ) && cIdx = = 0 )   MtsDcOnly = 0  QState = 0  for( i = lastSubBlock; i >= 0; i− − ) {   startQStateSb = QState   xS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ]         [ i ][ 0 ]   yS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ]         [ i ][ 1 ]   inferSbDcSigCoeffFlag = 0   if( i < lastSubBlock && i > 0 ) {    sb coded flag[ xS ][ yS ] ae(v)    inferSbDcSigCoeffFlag = 1   }   if( sb coded flag[xS ][ yS ] && ( xS > 3 | |yS > 3 ) && cIdx = = 0 )    MtsZeroOutSigCoeffFlag = 0   firstSigScanPosSb = numSbCoeff   lastSigScanPosSb = −1   firstPosMode0 = ( i = = lastSubBlock ? lastScanPos : numSbCoeff − 1 )   firstPosMode1 = firstPosMode0  for( n = firstPosMode0; n >= 0 && remBinsPass1 >= 4; n− − ) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 1 ]    if( sb_coded_flag[ xS ][ yS ] && ( n > 0 | | !inferSbDcSigCoeffFlag ) &&      ( xC != LastSignificantCoeffX | | yC != Last SignificantCoeffY ) ) {     sig coeff flag[ xC ][ yC ] ae(v)     remBinsPass1− −     if( sig coeff flag[ xC ][ yC ] )      inferSbDcSigCoeffFlag = 0    }    if( sig coeff flag[ xC ][ yC ] ) {     abs_level_gtx_flag[ n ][ 0 ] ae(v)     remBinsPass1− −     if( abs level gtx flag[ n ][ 0 ] ) {      par_level_flag[ n ] ae(v)      remBinsPass1− −      abs_level_gtx flag| n || 1 | ac(v)      remBinsPass1− −     }     if( lastSigScanPosSb = = −1 )      lastSigScanPosSb = n     firstSigScanPosSb = n    }    AbsLevelPass1[ xC ][ yC ] = sig_coeff_flag[ xC ][yC ] + par_level_flag[ n ] +           abs_level_gtx_flag[ n ][ 0 ]+ 2 * abs_level_gtx_flag[ n ][ l ]    if( sh dep quant used flag )     QState = QStateTransTable[ QState ][ AbsLevelPass1[ xC ][ yC ] & 1]    firstPosMode1 = n − l   }   for( n = firstPosMode0; n > firstPosMode1; n− − ) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ l ]    if( abs level gtx flag[n ][ 1 ] )     abs_remainder[ n ] ae(v)    AbsLevel[ xC ][ yC ] = AbsLevelPass1[ xC ][ yC ] +2 * abs remainder[ n ]   }   for( n = firstPosMode1; n >= 0; n− − ) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ l ]    if( sb coded flag[ xS ][ yS ] )     dec_abs_level[ n ] ae(v)    if( AbsLevel[ xC ][ yC ] > 0 ) {     if( lastSigScanPosSb = = −1 )      lastSigScanPosSb = n     firstSigScanPosSb = n    }    if( sh dep quant used flag )     QState = QStateTransTable[ QState ][ AbsLevel[ xC ][ yC ] & 1 ]   }   if( sh dep quant used flag | | !sh sign data hiding used flag )    signHidden = 0   else    signHidden = ( lastSigScanPosSb − firstSigScanPosSb > 3 ? 1 : 0 )   for( n = numSbCoeff − 1; n >= 0; n− − ) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 1 ]    if( ( AbsLevel[ xC ][ yC ] > 0 ) &&     ( !signHidden | | ( n != firstSigScanPosSb ) ) )     coeff_sign_flag[ n ] ae(v)   }   if( sh dep quant used flag ) {    QState = startQStateSb    for( n = numSbCoeff − 1; n >= 0; n− − ) {     xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]     yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 1 ]     if( AbsLevel[ xC ][ yC ] > 0 )      TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] =        ( 2 * AbsLevel[ xC ][ yC ] − ( QStatc > 1 ? 1 : 0 ) ) *        ( 1 − 2 * coeff sign flag[ n ])     QState = QStateTransTable[ QState ][ AbsLevel[ xC ][ yC ] & 1 ]   } else {    sumAbsLevel = 0    for( n = numSbCoeff − 1; n >= 0; n− − ) {     xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]     yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 1 ]     if( AbsLevel[ xC ][ yC ] > 0 ) {      TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] =        AbsLevel[ xC ][ yC ] * ( 1 − 2 * coeff sign flag[ n ])      if( signHidden ) {       sumAbsLevel += AbsLevel[ xC ][ yC ]       if( ( n = = firstSigScanPosSb ) && ( sumAbsLevel % 2 ) = = 1 ) )        TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] =          −TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ]      }     }    }   }  } }

TABLE 4 Descriptor residual ts coding( x0, y0, log2TbWidth, log2TbHeight, cIdx ) {  log2SbW = ( Min( log2TbWidth, log2TbHeight ) < 2 ? 1 : 2 )  log2SbH = log2SbW  if( log2TbWidth + log2TbHeight > 3 )   if( log2TbWidth < 2 ) {    log2SbW = log2TbWidth    log2SbH = 4 − log2SbW   } else if( log2TbHeight < 2 ) {    log2SbH = log2TbHeight    log2SbW = 4 − log2SbH   }  numSbCoeff = 1 << (log2SbW + log2SbH )  lastSubBlock = ( 1 << ( log2TbWidth + log2TbHeight − ( log2SbW + log2SbH ) ) ) − 1  inferSbCbf = 1  RemCcbs = ( ( 1 << ( log2TbWidth + log2TbHeight ) ) * 7 ) >> 2  for( i =0; i <= lastSubBlock; i++ ) {   xS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ][ i ][ 0 ]   yS = DiagScanOrder[ log2TbWidth − log2SbW ][ log2TbHeight − log2SbH ][ i ][ 1 ]   if( i != lastSubBlock | | !inferSbCbf )    sb_coded_flag[ xS ][ yS ] ae(v)   if( sb coded flag[ xS ][ yS ] && i < lastSubBlock )    inferSbCbf = 0  / * First scan pass */   inferSbSigCoeffFlag = 1   lastScanPosPass1 = −1   for( n = 0; n <= numSbCoeff − 1 && RemCcbs >= 4; n++ ) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ l ]    lastScanPosPassl = n    if( sb_coded_flag[ xS ][ yS ] &&    ( n != numSbCoeff − 1 | | !inferSbSigCoeffFlag ) ) {   sig_coeff_flag[ xC ][ yC ] ae(v)   RemCcbs− −    if( sig coeff flag[ xC ][ yC ] )     inferSbSigCoeffFlag = 0    }    CoeffSignLevel[ xC ][ yC ] = 0    if( sig coeff flag[ xC ][ yC ] ) {     coeff_sign_flag[ n ] ae(v)     RcmCcbs− −     CoeffSignLevel[ xC ][ yC ] = ( coeff sign flag[n ] > 0 ? −1 : 1 )     abs_level_gtx_flag[ n ][ 0 ] ae(v)     RemCcbs− −     if( abs level gtx flag[ n ][ 0 ]) {      par level flag[ n ] ae(v)      RemCcbs− −     }    }    AbsLevelPass1[ xC ][ yC ] =      sig_coeff_flag[ xC ][ yC ] + par_level_flag[ n ] + abs_level_gtx_flag[ n ][ 0 ]   }  /* Greater than X scan pass (numGtXFlags=5 ) */   lastScanPosPass2 = −1   for( n = 0; n <= numSbCoeff − 1 && RcmCcbs >= 4; n++) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrder[ log2SbW ][log2SbH ][ n ][ 1 ]    AbsLevelPass2[ xC ][ yC ] = AbsLevelPass1[ xC ][ yC ]    for( j = 1; j < 5; j++) {     if( abs level gtx flag[ n ][ j − 1 ] ) {      abs level gtx flag[ n ][ j ] ac(v )      RemCcbs− −     }     AbsLevelPass2[ xC ][yC ] += 2 * abs level gtx flag[n ][ j ]    }    lastScanPosPass2 = n   }  /* remainder scan pass */   for( n = 0; n <= numSbCoeff − 1; n++) {    xC = ( xS << log2SbW ) + DiagScanOrder[ log2SbW ][ log2SbH ][ n ][ 0 ]    yC = ( yS << log2SbH ) + DiagScanOrde[ log2SbW ][ log2SbH ][ n ][ 1 ]    if( ( n <= lastScanPosPass2 && AbsLevelPass2[ xC ][ yC ] >= 10 ) | |      (n > lastScanPosPass2 && n <= lastScanPosPass1 &&      AbsLevelPass1[ xC ][ yC] >= 2 ) | |      ( n > lastScanPosPass1 && sb coded flag[ xS ][ yS ] ) )     abs remainder[ n ] ae(v)    if( n <= lastScanPosPass2 )     AbsLevel[ xC ][ yC ] = AbsLevelPass2[ xC][ yC] + 2 * abs_remainder[ n ]    else if(n <= lastScanPosPassl )     AbsLevel[ xC ][ yC ] = AbsLevelPassl[ xC ][ yC] + 2 * abs_remainder[ n ]    else { /* bypass */     AbsLevel[ xC ][ yC ] = abs remainder[ n ]     if( abs remainder[ n ] )      coeff_sign_flag[ n ] ae(v)    }    if( BdpcmFlag[ x0 ][ y0 ][ cIdx ] = = 0 && n <= lastScanPosPass1 ) {     absLeftCoeff = xC > 0 ? AbsLevel[ xC − 1 ][ yC ] ) : 0     absAboveCoeff = yC > 0 ? AbsLevel[ xC ][ yC − 1 ] ) : 0     predCoeff = Max( absLeftCoeff, absAboveCoeff )     if( AbsLevel[ xC ][ yC ] = = 1 && predCoeff > 0 )      AbsLevel[ xC ][ yC ] = predCoeff     else if( AbsLevel[ xC ][ yC ] >0 && AbsLevel[ xC ][ yC ] <= predCoeff )      AbsLevel[ xC ][ yC ]− −    }    TransCoeffLevel[ x0 ][ y0 ][ cIdx ][ xC ][ yC ] = ( 1 − 2 * coeff_sign_flag[ n ] ) *      AbsLevel[ xC ][ yC ]   }  } }

According to the present embodiment, as shown in Table 2, residual coding may be divided according to a value of the syntax element transform_skip_flag of the transform skip flag. That is, a different syntax element may be used for residual coding based on the value of the transform skip flag (based on whether the transform is skipped). Residual coding used when the transform skip is not applied (that is, when the transform is applied) may be called regular residual coding (RRC), and residual coding used when the transform skip is applied (that is, when the transform is not applied) may be called transform skip residual coding (TSRC). Also, the regular residual coding may be referred to as general residual coding. Also, the regular residual coding may be referred to as a regular residual coding syntax structure, and the transform skip residual coding may be referred to as a transform skip residual coding syntax structure. Table 3 above may show a syntax element of residual coding when a value of transform_skip_flag is 0, that is, when the transform is applied, and Table 4 above may show a syntax element of residual coding when the value of transform_skip_flag is 1, that is, when the transform is not applied.

Specifically, for example, the transform skip flag indicating whether to skip the transform of the transform block may be parsed, and whether the transform skip flag is 1 may be determined. If the value of the transform skip flag is 0, as shown in Table 3, syntax elements last_sig_coeff_x_prefix, last_sig_coeff_y_prefix, last_sig_coeff_x_suffix, last_sig_coeff_y_suffix, sb_coded_flag, sig_coeff_flag, abs_level_gtx_flag, par_level_flag, abs_remainder, coeff_sign_flag and/or dec_abs_level for a residual coefficient of the transform block may be parsed, and the residual coefficient may be derived based on the syntax elements. In this case, the syntax elements may be sequentially parsed, and a parsing order may be changed. In addition, the abs_level_gtx_flag may represent abs_level_gt1_flag, and/or abs_level_gt3_flag. For example, abs_level_gtx_flag[n][0] may be an example of a first transform coefficient level flag (abs_level_gt1_flag), and the abs_level_gtx_flag[n][1] may be an example of a second transform coefficient level flag (abs_level_gt3_flag).

Referring to the Table 3 above, last_sig_coeff_x_prefix, last_sig_coeff_y_prefix, last_sig_coeff_x_suffix, last_sig_coeff_y_suffix, sb_coded_flag, sig_coeff_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag, abs_remainder, coeff_sign_flag, and/or dec_abs_level may be encoded/decoded. Meanwhile, sb_coded_flag may be represented as coded_sub_block_flag.

In an embodiment, the encoding apparatus may encode (x, y) position information of the last non-zero transform coefficient in a transform block based on the syntax elements last_sig_coeff_x_prefix, last_sig_coeff_y_prefix, last_sig_coeff_x_suffix, and last_sig_coeff_y_suffix. More specifically, the last_sig_coeff_x_prefix represents a prefix of a column position of a last significant coefficient in a scanning order within the transform block, the last_sig_coeff_y_prefix represents a prefix of a row position of the last significant coefficient in the scanning order within the transform block, the last_sig_coeff_x_suffix represents a suffix of a column position of the last significant coefficient in the scanning order within the transform block, and the last_sig_coeff_y_suffix represents a suffix of a row position of the last significant coefficient in the scanning order within the transform block. Here, the significant coefficient may represent a non-zero coefficient. In addition, the scanning order may be a right diagonal scanning order. Alternatively, the scanning order may be a horizontal scanning order or a vertical scanning order. The scanning order may be determined based on whether intra/inter prediction is applied to a target block (a CB or a CB including a TB) and/or a specific intra/inter prediction mode.

Thereafter, the encoding apparatus may divide the transform block into 4×4 sub-blocks, and then indicate whether there is a non-zero coefficient in the current sub-block using a 1-bit syntax element coded_sub_block_flag for each 4×4 sub-block.

If a value of coded_sub_block_flag is 0, there is no more information to be transmitted, and thus, the encoding apparatus may terminate the encoding process on the current sub-block. Conversely, if the value of coded_sub_block_flag is 1, the encoding apparatus may continuously perform the encoding process on sig_coeff_flag. Since the sub-block including the last non-zero coefficient does not require encoding for the coded_sub_block_flag and the sub-block including the DC information of the transform block has a high probability of including the non-zero coefficient, coded_sub_block_flag may not be coded and a value thereof may be assumed as 1.

If the value of coded_sub_block_flag is 1 and thus it is determined that a non-zero coefficient exists in the current sub-block, the encoding apparatus may encode sig_coeff_flag having a binary value according to a reverse scanning order. The encoding apparatus may encode the 1-bit syntax element sig_coeff_flag for each transform coefficient according to the scanning order. If the value of the transform coefficient at the current scan position is not 0, the value of sig_coeff_flag may be 1. Here, in the case of a subblock including the last non-zero coefficient, sig_coeff_flag does not need to be encoded for the last non-zero coefficient, so the coding process for the sub-block may be omitted. Level information coding may be performed only when sig_coeff_flag is 1, and four syntax elements may be used in the level information encoding process. More specifically, each sig_coeff_flag[xC][yC] may indicate whether a level (value) of a corresponding transform coefficient at each transform coefficient position (xC, yC) in the current TB is non-zero. In an embodiment, the sig_coeff_flag may correspond to an example of a syntax element of a significant coefficient flag indicating whether a quantized transform coefficient is a non-zero significant coefficient.

A level value remaining after encoding for sig_coeff_flag may be derived as shown in the following equation. That is, the syntax element remAbsLevel indicating a level value to be encoded may be derived from the following equation.

remAbsLevel=|coeff|−1  [Equation 1]

Herein, coeff means an actual transform coefficient value.

Additionally, abs_level_gt1_flag may indicate whether or not remAbsLevel′ of the corresponding scanning position (n) is greater than 1. For example, when the value of abs_level_gt1_flag is 0, the absolute value of the transform coefficient of the corresponding position may be 1. In addition, when the value of the abs_level_gt1_flag is 1, the remAbsLevel indicating the level value to be encoded later may be updated as shown in the following equation.

remAbsLevel=remAbsLevel−1  [Equation 2]

In addition, the least significant coefficient (LSB) value of remAbsLevel described in Equation 2 described above may be encoded as in Equation 3 below through par_level_flag.

par_level_flag=|coeff|& 1  [Equation 3]

Herein, par_level_flag[n] may indicate a parity of a transform coefficient level (value) at a scanning position n.

A transform coefficient level value remAbsLevel that is to be encoded after performing par_level_flag encoding may be updated as shown below in the following equation.

remAbsLevel=remAbsLevel>>1  [Equation 4]

abs_level_gt3_flag may indicate whether or not remAbsLevel′ of the corresponding scanning position (n) is greater than 3. Encoding for abs_remainder may be performed only in a case where rem_abs_gt3_flag is equal to 1. A relationship between the actual transform coefficient value coeff and each syntax element may be as shown below in the following equation.

|coeff|=sig_coeff_flag+abs_level_gt1_flag+par_level_flag+2*(abs_level_gt3_flag+abs_remainder)  [Equation 5]

Additionally, the following table indicates examples related to the above-described Equation 5.

TABLE 5 |coeff[n]| sig_coeff_flag[n] abs_level_gtX_flag[n][0] par_level_flag[n] abs_level_gtX_flag[n][1] abs_remainder[n] 0 0 1 1 0 2 1 1 0 0 3 1 1 1 0 4 1 1 0 1 0 5 1 1 1 1 0 6 1 1 0 1 1 7 1 1 1 1 1 8 1 1 0 1 2 9 1 1 1 1 2 10  1 1 0 1 3 11  1 1 1 1 3 . . . . . . . . . . . .

Herein, |coeff| indicates a transform coefficient level (value) and may also be indicates as an AbsLevel for a transform coefficient. Additionally, a sign of each coefficient may be encoded by using coeff_sign_flag, which is a 1-bit symbol.

Also, if the value of the transform skip flag is 1, as shown in Table 4, syntax elements sb_coded_flag, sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag, par_level_flag and/or abs_remainder for a residual coefficient of the transform block may be parsed, and the residual coefficient may be derived based on the syntax elements. In this case, the syntax elements may be sequentially parsed, and a parsing order may be changed. In addition, the abs_level_gtx_flag may represent abs_level_gt1_flag, abs_level_gt3_flag, abs_level_gt5_flag, abs_level_gt1_flag, and/or abs_level_gt9_flag. For example, abs_level_gtx_flag[n][j] may be a flag indicating whether an absolute value or a level (a value) of a transform coefficient at a scanning position n is greater than (j<<1)+1. The condition (j<<1)+1 may be optionally replaced with a specific threshold such as a first threshold, a second threshold, or the like.

Meanwhile, CABAC provides high performance, but disadvantageously has poor throughput performance. This is caused by a regular coding engine of the CABAC. Regular encoding (i.e., coding through the regular coding engine of the CABAC) shows high data dependence since it uses a probability state and range updated through coding of a previous bin, and it may take a lot of time to read a probability interval and determine a current state. The throughput problem of the CABAC may be solved by limiting the number of context-coded bins. For example, as shown in Table 1 or Table 3 described above, a sum of bins used to express sig_coeff_flag, abs_level_gt1_flag, par_level_flag, and abs_level_gt3_flag may be limited to the number of bins depending on a size of a corresponding block. Also, for example, as shown in Table 4 described above, a sum of bins used to express sig_coeff_flag, coeff_sign_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag abs_level_gt5_flag, abs_level_gt7_flag, abs_level_gt9_flag may be limited to the number of bins depending on a size of a corresponding block. For example, if the corresponding block is a block of a 4×4 size, the sum of bins for the sig_coeff_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag or sig_coeff_flag, coeff_sign_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag abs_level_gt5_flag, abs_level_gt7_flag, abs_level_gt9_flag may be limited to 32 (or ex. 28), and if the corresponding block is a block of a 2×2 size, the sum of bins for the sig_coeff_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag may be limited to 8 (or ex. 7). The limited number of bins may be represented by remBinsPass1 or RemCcbs. Or, for example, for higher CABAC throughput, the number of context coded bins may be limited for a block (CB or TB) including a coding target CG. In other words, the number of context coded bins may be limited in units of blocks (CB or TB). For example, when the size of the current block is 16×16, the number of context coded bins for the current block may be limited to 1.75 times the number of pixels of the current block, i.e., 448, regardless of the current CG.

In this case, if all context-coded bins of which the number is limited are used when a context element is coded, the encoding apparatus may binarize the remaining coefficients through a method of binarizing the coefficient as described below, instead of using the context coding, and may perform bypass encoding. In other words, for example, if the number of context-coded bins which are coded for 4×4 CG is 32 (or ex. 28), or if the number of context-coded bins which are coded for 2×2 CG is 8 (or ex. 7), sig_coeff_flag, abs_level_gt1_flag, par_level_flag, abs_level_gt3_flag which are coded with the context-coded bin may no longer be coded, and may be coded directly to dec_abs_level. Or, for example, when the number of context coded bins coded for a 4×4 block is 1.75 times the number of pixels of the entire block, that is, when limited to 28, the sig_coeff_flag, abs_level_gt1_flag, par_level_flag, and abs_level_gt3_flag coded as context coded bins may not be coded any more, and may be directly coded as dec_abs_level as shown in Table 6 below.

TABLE 6 |coeff[n]| dec_abs_level[n] 0 0 1 1 2 2 3 3 4 4 5 5 6 6 7 7 8 8 9 9 10  10  11  11  . . . . . .

A value |coeff| may be derived based on dec_abs_level. In this case, a transform coefficient value, i.e., |coeff|, may be derived as shown in the following equation.

|coeff|=dec_abs_level  [Equation 6]

In addition, the coeff_sign_flag may indicate a sign of a transform coefficient level at a corresponding scanning position n. That is, the coeff_sign_flag may indicate the sign of the transform coefficient at the corresponding scanning position n.

FIG. 5 shows an example of transform coefficients in a 4×4 block.

The 4×4 block of FIG. 5 represents an example of quantized coefficients. The block of FIG. 5 may be a 4×4 transform block, or a 4×4 sub-block of an 8×8, 16×16, 32×32, or 64×64 transform block. The 4×4 block of FIG. 5 may represent a luma block or a chroma block.

Meanwhile, as described above, when an input signal is not a binary value but a syntax element, the encoding apparatus may transform the input signal into a binary value by binarizing a value of the input signal. In addition, the decoding apparatus may decode the syntax element to derive a binarized value (e.g., a binarized bin) of the syntax element, and may de-binarize the binarized value to derive a value of the syntax element. The binarization process may be performed as a truncated rice (TR) binarization process, a k-th order Exp-Golomb (EGk) binarization process, a limited k-th order Exp-Golomb (limited EGk), a fixed-length (FL) binarization process, or the like. In addition, the de-binarization process may represent a process performed based on the TR binarization process, the EGk binarization process, or the FL binarization process to derive the value of the syntax element.

For example, the TR binarization process may be performed as follows.

An input of the TR binarization process may be cMax and cRiceParam for a syntax element and a request for TR binarization. In addition, an output of the TR binarization process may be TR binarization for symbolVal which is a value corresponding to a bin string.

Specifically, for example, in the presence of a suffix bin string for a syntax element, a TR bin string for the syntax element may be concatenation of a prefix bin string and the suffix bin string, and in the absence of the suffix bin string, the TR bin string for the syntax element may be the prefix bin string. For example, the prefix bin string may be derived as described below.

A prefix value of the symbolVal for the syntax element may be derived as shown in the following equation.

prefixVal=symbolVal>>cRiceParam  [Equation 7]

Herein, prefixVal may denote a prefix value of the symbolVal. A prefix (i.e., a prefix bin string) of the TR bin string of the syntax element may be derived as described below.

For example, if the prefixVal is less than cMax>>cRiceParam, the prefix bin string may be a bit string of length prefixVal+1, indexed by binIdx. That is, if the prefixVal is less than cMax>>cRiceParam, the prefix bin string may be a bit string of which the number of bits is prefixVal+1, indicated by binIdx. A bin for binIdx less than prefixVal may be equal to 1. In addition, a bin for the same binIdx as the prefixVal may be equal to 0.

For example, a bin string derived through unary binarization for the prefixVal may be as shown in the following table.

TABLE 7 prefixVal Bin string 0 0 1 1 0 2 1 1 0 3 1 1 1 0 4 1 1 1 1 0 5 1 1 1 1 1 0 . . . binIdx 0 1 2 3 4 5

Meanwhile, if the prefixVal is not less than cMax>>cRiceParam, the prefix bin string may be a bit string in which a length is cMax>>cRiceParam and all bits are 1.

In addition, if cMax is greater than symbolVal and if cRiceParam is greater than 0, a bin suffix bin string of a TR bin string may be present. For example, the suffix bin string may be derived as described below.

A suffix value of the symbolVal for the syntax element may be derived as shown in the following equation.

suffixVal=symbolVal−((prefixVal)<<cRiceParam)  [Equation 8]

Herein, suffixVal may denote a suffix value of the symbolVal.

A suffix of a TR bin string (i.e., a suffix bin string) may be derived based on an FL binarization process for suffixVal of which a value cMax is (1<<cRiceParam)−1.

Meanwhile, if a value of an input parameter, i.e., cRiceParam, is 0, the TR binarization may be precisely truncated unary binarization, and may always use the same value cMax as a possible maximum value of a syntax element to be decoded.

In addition, for example, the EGk binarization process may be performed as follows. A syntax element coded with ue(v) may be a syntax element subjected to Exp-Golomb coding.

For example, a 0-th order Exp-Golomb (EGO) binarization process may be performed as follows.

A parsing process for the syntax element may begin with reading a bit including a first non-zero bit starting at a current position of a bitstream and counting the number of leading bits equal to 0. The process may be represented as shown in the following table.

TABLE 8   leadingZeroBits = −1 for( b = 0; !b; leadingZeroBits++ )  b = read_bits( 1 )

In addition, a variable ‘codeNum’ may be derived as shown in the following equation.

codeNum=2^(leadingZeroBits)−1+read_bits(leadingZeroBits)  [Equation 9]

Herein, a value returned from read_bits(leadingZeroBits), that is, a value indicated by read_bits(leadingZeroBits), may be interpreted as binary representation of an unsigned integer for a most significant bit recorded first.

A structure of an Exp-Golomb code in which a bit string is divided into a “prefix” bit and a “suffix” bit may be represented as shown in the following table.

TABLE 9 Bit string form Range of codeNum 1 0 0 1 x₀ 1 . . . 2 0 0 1 x₁ x₀ 3 . . . 6 0 0 0 1 x₂ x₁ x₀  7 . . . 14 0 0 0 0 1 x₃ x₂ x₁ x₀ 15 . . . 30 0 0 0 0 0 1 x₄ x₃ x₂ x₁ x₀ 31 . . . 62 . . . . . .

The “prefix” bit may be a bit parsed as described above to calculate leadingZeroBits, and may be represented by 0 or 1 of a bit string in Table 9. That is, the bit string disclosed by 0 or 1 in Table 9 above may represent a prefix bit string. The “suffix” bit may be a bit parsed in the computation of codeNum, and may be represented by xi in Table 9 above. That is, a bit string disclosed as xi in Table 9 above may represent a suffix bit string. Herein, i may be a value in the range of LeadingZeroBits−1. In addition, each xi may be equal to 0 or 1.

A bit string assigned to the codeNum may be as shown in the following table.

TABLE 10 Bit string codeNum 1 0 0 1 0 1 0 1 1 2 0 0 1 0 0 3 0 0 1 0 1 4 0 0 1 1 0 5 0 0 1 1 1 6 0 0 0 1 0 0 0 7 0 0 0 1 0 0 1 8 0 0 0 1 0 1 0 9 . . . . . .

If a descriptor of the syntax element is ue(v), that is, if the syntax element is coded with ue(v), a value of the syntax element may be equal to codeNum.

In addition, for example, the EGk binarization process may be performed as follows.

An input of the EGk binarization process may be a request for EGk binarization. In addition, the output of the EGk binarization process may be EGk binarization for symbolVal, i.e., a value corresponding to a bin string.

A bit string of the EGk binarization process for symbolVal may be derived as follows.

TABLE 11   absV = Abs( symbolVal ) stopLoop = 0 do  if( absV >= ( 1 << k ) ) {   put( 1 )   absV = absV − ( 1 << k )   k++  } else {   put( 0 )   while( k− − )    put( ( absV >> k ) & 1 )   stopLoop = 1  } while( !stopLoop )

Referring to Table 11 above, a binary value X may be added to an end of a bin string through each call of put(X). Herein, X may be 0 or 1.

In addition, for example, the limited EGk binarization process may be performed as follows.

An input of the limited EGk binarization process may be a request for limited EGk binarization, a rice parameter riceParam, log 2TransformRange as a variable representing a binary logarithm of a maximum value, and maxPreExtLen as a variable representing a maximum prefix extension length. In addition, an output of the limited EGk binarization process may be limited EGk binarization for symbol Val as a value corresponding to an empty string.

A bit string of the limited EGk binarization process for the symbolVal may be derived as follows.

TABLE 12 codeValue = symbolVal >> riceParam PrefixExtensionLength = 0 while( ( PrefixExtensionLength < maxPrefixExtensionLength ) &&   ( codeValue > ( ( 2 << PrefixExtensionLength ) − 2 ) ) ) {  PrefixExtensionLength++  put( 1 ) } if( PrefixExtensionLength = = maxPrefixExtensionLength )  escapeLength = log2TransformRange else {  escapeLength = PrefixExtensionLength + riceParam  put( 0 ) } symbolVal = symbolVal − ( ( ( 1 << PrefixExtensionLength ) − 1 ) << riceParam ) while( ( escapeLength− − ) > 0 )  put( ( symbolVal >> escapeLength ) & 1 )

In addition, for example, the FL binarization process may be performed as follows.

An input of the FL binarization process may be a request for FL binarization and cMax for the syntax element. In addition, an output of the FL binarization process may be FL binarization for symbolVal as a value corresponding to a bin string.

FL binarization may be configured by using a bit string of which the number of bits has a fixed length of symbolVal. Herein, the fixed-length bit may be an unsigned integer bit string. That is, a bit string for symbolVal as a symbol value may be derived through FL binarization, and a bit length (i.e., the number of bits) of the bit string may be a fixed length.

For example, the fixed length may be derived as shown in the following equation.

fixedLength=Ceil(Log2(cMax+1))  [Equation 10]

Indexing of bins for FL binarization may be a method using a value which increases orderly from a most significant bit to a least significant bit. For example, a bin index related to the most significant bit may be binIdx=0.

Meanwhile, for example, a binarization process for a syntax element abs_remainder in the residual information may be performed as follows.

An input of the binarization process for the abs_remainder may be a request for binarization of a syntax element abs_remainder[n], a colour component cIdx, and a luma position (x0, y0). The luma position (x0, y0) may indicate a top-left sample of a current luma transform block based on the top-left luma sample of a picture.

An output of the binarization process for the abs_remainder may be binarization of the abs_remainder (i.e., a binarized bin string of the abs_remainder). Available bin strings for the abs_remainder may be derived through the binarization process.

A rice parameter cRiceParam for the abs_remainder[n] may be derived through a rice parameter derivation process performed by inputting the color component cIdx and luma position (x0, y0), the current coefficient scan position (xC, yC), log 2TbWidth, which is the binary logarithm of the width of the transform block, and log 2TbHeight, which is the binary logarithm of the height of the transform block. A detailed description of the rice parameter derivation process will be described later.

In addition, for example, cMax for abs_remainder[n] to be currently coded may be derived based on the rice parameter cRiceParam. The cMax may be derived as shown in the following equation.

cMax=6<<cRiceParam  [Equation 11]

Meanwhile, binarization for the abs_remainder, that is, a bin string for the abs_remainder, may be concatenation of a prefix bin string and a suffix bin string in the presence of the suffix bin string. In addition, in the absence of the suffix bin string, the bin string for the abs_remainder may be the prefix bin string.

For example, the prefix bin string may be derived as described below.

A prefix value prefixVal of the abs_remainder[n] may be derived as shown in the following equation.

prefixVal=Min(cMax,abs_remainder[n])  [Equation 12]

A prefix of the bin string (i.e., a prefix bin string) of the abs_remainder[n] may be derived through a TR binarization process for the prefixVal, in which the cMax and the cRiceParam are used as an input.

If the prefix bin string is identical to a bit string in which all bits are 1 and a bit length is 6, a suffix bin string of the bin string of the abs_remainder[n] may exist, and may be derived as described below.

The rice parameter deriving process for the dec_abs_level[n] may be as follows.

An input of the rice parameter deriving process may be a colour component index cIdx, a luma position (x0, y0), a current coefficient scan position (xC, yC), log 2TbWidth as a binary logarithm of a width of a transform block, and log 2TbHeight as a binary logarithm of a height of the transform block. The luma position (x0, y0) may indicate a top-left sample of a current luma transform block based on a top-left luma sample of a picture. In addition, an output of the rice parameter deriving process may be the rice parameter cRiceParam.

For example, a variable locSumAbs may be derived similarly to a pseudo code disclosed in the following table, based on an array AbsLevel[x] [y] for a transform block having the given component index cIdx and the top-left luma position (x0, y0).

TABLE 13 locSumAbs = 0 if( xC < (1 << log2TbWidth) − 1 ) {  locSumAbs += AbsLevel[ xC + 1 ][ yC ]  if( xC < (1 << log2TbWidth) − 2 )   locSumAbs += AbsLevel[ xC +2 ][ yC ]  if( yC < (1 << log2TbHeight) − 1 )   locSumAbs += AbsLevel┌ xC + 1 ┐┌ yC + 1 ┐    (1532) } if( yC < (1 << log2TbHeight) − 1 ) {  locSumAbs += AbsLevel[ xC ][ yC + 1 ]  if( yC < (1 << log2TbHeight) − 2 )   locSumAbs += AbsLevel[ xC ][ yC + 2 ] } locSumAbs = Clip3( 0, 31, locSumAbs − baseLevel * 5 )

Then, based on the given variable locSumAbs, the rice parameter cRiceParam may be derived as shown in the following table.

TABLE 14 locSumAbs 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 cRiceParam 0 0 0 0 0 0 0 1 1 1 1 1 1 1 2 2 locSumAbs 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 cRiceParam 2 2 2 2 2 2 2 2 2 2 2 2 3 3 3 3

Also, for example, in the rice parameter derivation process for abs_remainder[n], the baseLevel may be set to 4.

Alternatively, for example, the rice parameter cRiceParam may be determined based on whether a transform skip is applied to a current block. That is, if a transform is not applied to a current TB including a current CG, in other words, if the transform skip is applied to the current TB including the current CG, the rice parameter cRiceParam may be derived to be 1.

Also, a suffix value suffixVal of the abs_remainder may be derived as shown in the following equation.

suffixVal=abs_remainder[n]cMax  [Equation 13]

A suffix bin string of the bin string of the abs_remainder may be derived through a limited EGk binarization process for the suffixVal in which k is set to cRiceParam+1, riceParam is set to cRiceParam, and log 2TransformRange is set to 15, and maxPreExtLen is set to 11.

Meanwhile, for example, a binarization process for a syntax element dec_abs_level in the residual information may be performed as follows.

An input of the binarization process for the dec_abs_level may be a request for binarization of a syntax element dec_abs_level[n], a colour component cIdx, a luma position (x0, y0), a current coefficient scan position (xC, yC), log 2TbWidth as a binary logarithm of a width of a transform block, and log 2TbHeight as a binary logarithm of a height of the transform block. The luma position (x0, y0) may indicate a top-left sample of a current luma transform block based on a top-left luma sample of a picture.

An output of the binarization process for the dec_abs_level may be binarization of the dec_abs_level (i.e., a binarized bin string of the dec_abs_level). Available bin strings for the dec_abs_level may be derived through the binarization process.

A rice parameter cRiceParam for dec_abs_level[n] may be derived through a rice parameter deriving process performed with an input of the colour component cIdx, the luma position (x0, y0), the current coefficient scan position (xC, yC), the log 2TbWidth as the binary logarithm of the width of the transform block, and the log 2TbHeight as the binary logarithm of the height of the transform block. The rice parameter deriving process will be described below in detail.

In addition, for example, cMax for the dec_abs_level[n] may be derived based on the rice parameter cRiceParam. The cMax may be derived as shown in the following table.

cMax=6<<cRiceParam  [Equation 14]

Meanwhile, binarization for the dec_abs_level[n], that is, a bin string for the dec_abs_level[n], may be concatenation of a prefix bin string and a suffix bin string in the presence of the suffix bin string. In addition, in the absence of the suffix bin string, the bin string for the dec_abs_level[n] may be the prefix bin string.

For example, the prefix bin string may be derived as described below.

A prefix value prefixVal of the dec_abs_level[n] may be derived as shown in the following equation.

prefixVal=Min(cMax,dec_abs_level[n])  [Equation 15]

A prefix of the bin string (i.e., a prefix bin string) of the dec_abs_level[n] may be derived through a TR binarization process for the prefixVal, in which the cMax and the cRiceParam are used as an input.

If the prefix bin string is identical to a bit string in which all bits are 1 and a bit length is 6, a suffix bin string of the bin string of the dec_abs_level[n] may exist, and may be derived as described below.

The rice parameter deriving process for the dec_abs_level[n] may be as follows.

An input of the rice parameter deriving process may be a colour component index cIdx, a luma position (x0, y0), a current coefficient scan position (xC, yC), log 2TbWidth as a binary logarithm of a width of a transform block, and log 2TbHeight as a binary logarithm of a height of the transform block. The luma position (x0, y0) may indicate a top-left sample of a current luma transform block based on a top-left luma sample of a picture. In addition, an output of the rice parameter deriving process may be the rice parameter cRiceParam.

For example, a variable locSumAbs may be derived similarly to a pseudo code disclosed in the following table, based on an array AbsLevel[x][y] for a transform block having the given component index cIdx and the top-left luma position (x0, y0).

TABLE 15 locSumAbs = 0 if( xC < (1 << log2TbWidth) − 1 ) {  locSumAbs += AbsLevel[ xC + 1 ][ yC ]  if( xC < (1 << log2TbWidth) − 2 )   locSumAbs += AbsLevel[ xC + 2 ][ yC ]  if( yC < (1 << log2TbHeight) − 1 )   locSumAbs += AbsLevel┌ xC + 1 ┐┌ yC + 1 ┐    (1532) } if( yC < (1 << log2TbHeight) − 1 ) {  locSumAbs += AbsLevel[ xC ][ yC + 1 ]  if( yC < (1 << log2TbHeight) − 2 )   locSumAbs += AbsLevel[ xC ][ yC + 2 ] } locSumAbs = Clip3( 0, 31, locSumAbs − baseLevel * 5 )

Then, based on the given variable locSumAbs, the rice parameter cRiceParam may be derived as shown in the following table.

TABLE 16 locSumAbs 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 cRiceParam 0 0 0 0 0 0 0 1 1 1 1 1 1 1 2 2 locSumAbs 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 cRiceParam 2 2 2 2 2 2 2 2 2 2 2 2 3 3 3 3

Also, for example, in the rice parameter derivation process for dec_abs_level[n], the baseLevel may be set to 0, and the ZeroPos[n] may be derived as follows.

ZeroPos[n]=(QState<2?1:2)<<cRiceParam  [Equation 16]

In addition, a suffix value suffixVal of the dec_abs_level[n] may be derived as shown in the following equation.

suffixVal=dec_abs_level[n]−cMax  [Equation 17]

A suffix bin string of the bin string of the dec_abs_level[n] may be derived through a limited EGk binarization process for the suffixVal in which k is set to cRiceParam+1, truncSuffixLen is set to 15, and maxPreExtLen is set to 11.

Meanwhile, the RRC and the TSRC may have the following differences.

-   -   For example, in the TSRC, the Rice parameter for the syntax         element abs_remainder[ ] may be derived as 1. The rice parameter         cRiceParam of the syntax element abs_remainder[ ] in the RRC may         be derived based on the lastAbsRemainder and the lastRiceParam         as described above, but the rice parameter cRiceParam of the         syntax element abs_remainder[ ] in the TSRC may be derived as 1.         That is, for example, when transform skip is applied to the         current block (e.g., the current TB), the Rice parameter         cRiceParam for abs_remainder[ ] of the TSRC for the current         block may be derived as 1.     -   Also, for example, referring to Table 3 and Table 4, in the RRC,         abs_level_gtx_flag[n][0] and/or abs_levelgtx_flag[n][1] may be         signaled, but in the TSRC, abs_level_gtx_flag[n][0],         abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2],         abs_level_gtx_flag[n][3], and abs_level_gtx_flag[n][4] may be         signaled. Here, the abs_level_gtx_flag[n][0] may be expressed as         abs_level_gt1_flag or a first coefficient level flag, the         abs_level_gtx_flag[n][1] may be expressed as abs_level_gt3_flag         or a second coefficient level flag, the abs_level_gtx_flag[n][2]         may be expressed as abs_level_gt5_flag or a third coefficient         level flag, the abs_level_gtx_flag[n][3] may be expressed as         abs_level_gt7_flag or a fourth coefficient level flag, and the         abs_level_gtx_flag[n][4] may be expressed as abs_level_gt9_flag         or a fifth coefficient level flag. Specifically, the first         coefficient level flag may be a flag for whether a coefficient         level is greater than a first threshold (for example, 1), the         second coefficient level flag may be a flag for whether a         coefficient level is greater than a second threshold (for         example, 3), the third coefficient level flag may be a flag for         whether a coefficient level is greater than a third threshold         (for example, 5), the fourth coefficient level flag may be a         flag for whether a coefficient level is greater than a fourth         threshold (for example, 7), the fifth coefficient level flag may         be a flag for whether a coefficient level is greater than a         fifth threshold (for example, 9). As described above, in the         TSRC, compared to the RRC, abs_level_gtx_flag[n][0],         abs_level_gtx_flag[n][1], and abs_level_gtx_flag[n][2],         abs_level_gtx_flag[n][3], abs_level_gtx_flag[n][4] may be         further included.     -   Also, for example, in the RRC, the syntax element         coeff_sign_flag may be bypass coded, but in the TSRC, the syntax         element coeff_sign_flag may be bypass coded or context coded.

Meanwhile, in residual data coding of a block to which transform skip is applied, that is, a transform skip block, in the case that syntax elements are bypass-coded, the present disclosure proposes a method for coding bypass-coded bins by grouping the bypass-coded bins for each of the syntax elements.

As a proposed embodiment, the number of context-coded bins available for residual coding for a transform skip in one TU, that is, the Transform Skip Residual Coding (TSRC) described above, may be restricted to a specific threshold value, and in the case that all context-coded bins available for the TU are consumed, and later, the syntax elements for the TU are coded as bypass bins, a method is proposed for using a coding order in which a syntax element is preferential instead of exiting coding order in which a coefficient position is preferential.

Particularly, for example, in the conventional TSRC, coding of syntax elements sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], par_level_flag, abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2], abs_level_gtx_flag[n][3], abs_level_gtx_flag[n][4], and/or abs_remainder are included. The syntax elements described above may be coded in the order as shown in the following drawings.

FIG. 6 illustrates an example in which the syntax elements are coded in TSRC.

Meanwhile, in the present disclosure, a layer may mean a group/unit in which syntax elements are consecutively coded in a single repetitive statement and may be described in the same meaning in the other elements below. In addition, in FIG. 6, “sig” may represent sig_coeff_flag, “sign” may represent coeff_sign_flag, gt0 may represent abs_level_gtx_flag[n][0], “par” may represent par_level_flag, gt1 may represent abs_level_gtx_flag[n][1], gt2 may represent abs_level_gtx_flag[n][2], gt3 may represent abs_level_gtx_flag[n][3], gt4 may represent abs_level_gtx_flag[n][4], and “rem” may represent abs_remainder.

For example, in the case of TSRC according to the present embodiment shown in FIG. 6, syntax elements may be coded in an order in which positions of the coefficients are preferential in a single layer. That is, for example, referring to FIG. 6, in the first layer, sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], and par_level_flag for a specific coefficient (e.g., Coeff₀) may be coded, and sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], and par_level_flag for the next coefficient (e.g., Coeff₁) may be coded. Later, for example, in the second layer, abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2], abs_level_gtx_flag[n][3], and abs_level_gtx_flag[n][4] for a specific coefficient (e.g., Coeff₀) may be coded, and abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2], abs_level_gtx_flag[n][3], and abs_level_gtx_flag[n][4] for the next coefficient (e.g., Coeff₁) may be coded. Subsequently, in the third layer, abs_remainder for all coefficients (e.g., from Coeff₀ to Coeff_(n-1)) in a subblock may be coded.

Meanwhile, in TSRC of VVC standard, as described above, the maximum number of available context-coded bins is restricted to a specific threshold value (e.g., RemCcbs or MaxCcbs represented in Table 4) for residual data coding, and the specific threshold value may be derived based on the number of samples included in a transform block or a width and/or height of a transform block, and the like. For example, the specific threshold value may be derived as represented in the equation below.

MaxCcbs=c×a horizontal side of a transform block×a vertical side of a transform block  [Equation 18]

Here, ‘c’ may represent an arbitrary real value. In the present disclosure, the c value is not limited to a specific value. For example, c may have an integer value such as 2 or a decimal value such as 1.5, 1.75, or 1.25. In addition, for example, a threshold value to restrict the maximum number of available context-coded bins may also be derived based on whether the transform block is a chroma block as well as the number of samples included in a transform block, and a width and/or height of a transform block. In addition, the threshold value (RemCcbs) may be initialized in a unit of transform block, and the threshold value may be decreased as much as the number of context-coded bins used for coding of the syntax element for residual data coding.

Meanwhile, in TSRC, syntax elements sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], par_level_flag, abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2], abs_level_gtx_flag[n][3], abs_level_gtx_flag[n][4], and/or abs_remainder may be context-coded but may also be bypass-coded.

For example, ctxInc for the syntax elements described above may be allocated as represented in the following table.

TABLE 17 binIdx Syntax element 0 1 2 3 4 >= 5 coded subblock flag[ ][ ] 0..7 (clause 9.3.4.2.6) na na na na na sig_coeff_flag[ ][ ] ( MaxCcbs > 0) ? ( 0..93 na na na na na (clause 9..3.4.2.) ) : bypass par level flag┌ ┐ ( MaxCcbs > 0) ? (0..32 na na na na na (clause 9.3.4.2.9) ) : bypass abs_level_gtx_flag[ ] ( MaxCcbs > 0) ? (0..73 na na na na na (clause 9.3.4.2.9) ) : bypass abs remainder[ ] bypass bypass bypass bypass bypass bypass coeff_sign_flag[ ] bypass na na na na na transform skip flag[ x0 ] [ y0 ] = = 0 coeff sign flag┌ ┐ ( MaxCcbs > 0) ? ( 0..5 na na na na na transform_skip_flag (clause 9.3.4.2.10) ) : bypass [ x0 ][ y0 ] − − 1

As represented in Table 17, in coding a syntax element sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], par_level_flag, abs_level_gtx_flag[n][1], abs_level_gtx_flag[n][2], abs_level_gtx_flag[n][3], or abs_level_gtx_flag[n][4], in the case that a threshold value (e.g., RemCcbs or MaxCcbs) is greater than 0, the syntax element may be coded as a context-coded bin, and in the case that a threshold value is less than or equal to 0, the syntax element may be coded as a bypass bin that uses a uniform probability distribution.

FIG. 7 illustrates another example in which the syntax elements are coded in TSRC. For example, FIG. 7 may illustrate the case, after coeff_sign_flag for Coeff₀ is coded as a context-coded bin in coding an arbitrary sub-block/coefficient group in a transform block, a threshold value becomes zero. In this case, referring to FIG. 7, the syntax elements coded after the coeff_sign_flag for Coeff₀ including abs_level_gtx_flag[n][0] for Coeff₀ may be coded as a bypass bin since a remaining threshold is zero, that is, there is no remaining context-coded bin available. The coding order of the embodiment shown in FIG. 6 described above may be maintained in the embodiment shown in FIG. 7 without any change.

FIG. 8 illustrates another example in which the syntax elements are coded in TSRC.

In addition, for example, FIG. 8 may illustrate the case, after abs_level_gtx_flag[n][2] for Coeff₀ is coded as a context-coded bin in coding an arbitrary sub-block/coefficient group in a transform block, a threshold value becomes zero. In this case, referring to FIG. 8, the syntax elements coded after the abs_level_gtx_flag[n][2] for Coeff₀ including abs_level_gtx_flag[n][3] for Coeff₀ may be coded as a bypass bin since a remaining threshold is zero, that is, there is no remaining context-coded bin available. The coding order of the embodiment shown in FIG. 6 described above may be maintained in the embodiment shown in FIG. 8 without any change.

As described above, in the process of coding TSRC for a block in TSRC, in the case that all available remaining context-coded bins for the block are used, the subsequent syntax element may be bypass-coded. However, in the conventional TSRC, in the case that all available remaining context-coded bins are used and syntax elements are coded as bypass bins, as described above, the syntax elements may be coded in a coding order in which a coefficient position is preferential. Accordingly, the present disclosure proposes an embodiment of bypass-coded coding syntax elements in a coding order in which a syntax element is preferential instead of the exiting coding order in which a coefficient position is preferential. Through this, the advantage of a bypass coding engine having high throughput may be maximized, and the residual data coding efficiency of an image may be improved.

Particularly, for example, the entropy encoder/entropy decoder may include a binarization unit, a regular coding engine, and a bypass coding engine. For example, a value of a syntax element may be input to the binarization unit. The binarization unit may transform the value of a syntax element to a bin string and output the bin string. Here, the bin string may mean a binary sequence or a binary code composed of one or more bins. The bin may mean, when the value of a symbol and/or a syntax element is represented as a binary sequence (or binary code) through binarization, a value of each digit number (0 or 1) constituting the binary sequence (or binary code).

Later, the binarized signal (bin string) may be input to the regular coding engine or the bypass coding engine. The regular coding engine may allocate a context that reflects a probability value for a corresponding bin and code the corresponding bin based on the allocated context. The regular coding engine may perform coding for each bin, and then, update a probability and/or a context for the bin. The bins coded by using the regular coding engine may be referred to as a context-coded bin.

Furthermore, the bypass coding engine may bypass the process of updating the probability which was applied to the bin after processing of estimating a probability for an input bin and coding the probability. In a bypass mode, a context is not allocated according to an input bin, but an input bin is simply coded, and throughput may be improved. For example, in the bypass mode, a coding procedure may be performed by applying a uniform probability distribution (0.5). The bins coded by using the bypass coding engine may be referred to as a bypass-coded bin or a bypass bin.

Generally, the bypass mode has better throughput performance than the context-coded bin. To code one context-coded bin, 1 or more than 1 processing cycle may be required. However, for the bypass coding engine, only one cycle is required to code n bypass-coded bins. Here, n may be greater than 1. To improve throughput of entropy coding, it may be beneficial to change a coding order (i.e., grouping) such that bypass-coded bins are consecutively coded. Particularly, in the case of grouping bypass-coded bins, it may be beneficial to group the bypass-coded bins for each syntax element in the perspective of throughput and hardware complexity.

FIG. 9 illustrates an example of coding syntax elements bypass-coded in TSRC in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential. For example, FIG. 9 may illustrate a case, after coeff_sign_flag for Coeff₀ is coded as a context-coded bin in coding of an arbitrary sub-block/coefficient group in a transform block, a threshold value becomes zero. In this case, referring to FIG. 9, the syntax elements coded after the coeff_sign_flag for Coeff₀ including abs_level_gtx_flag[n][0] for Coeff₀ may be coded as a bypass bin since a remaining threshold is 0, that is, there is no remaining context-coded bin available. For example, referring to FIG. 9, the remaining context elements (abs_level_gtx_flag[n][0] and par_level_flag) which are context-coded for Coeff₀ in the first layer may be bypass-coded according to the existing coding order, but later, the syntax elements for coefficients Coeff₁ to Coeff₁ may be coded in a syntax element order. In other words, later, sig_coeff_flags for coefficients Coeff₁ to Coeff_(n-1) may be bypass-coded consecutively, and subsequently, coeff_sign_flags for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively. Next, abs_level_gtx_flag[n][0]s for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively, and subsequently, par_level_flags for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively. In addition, for example, referring to FIG. 9, for coding syntax elements in the subsequent layer after the first layer, the proposed coding order in which a syntax element is preferential may be maintained.

FIG. 10 illustrates an example of coding syntax elements bypass-coded in TSRC in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential. For example, FIG. 10 may illustrate a case, after abs_level_gtx_flag[n][2] for Coeff₀ is coded as context-coded bin in coding of an arbitrary sub-block/coefficient group in a transform block, a threshold value becomes zero. In this case, referring to FIG. 10, the syntax elements coded after the abs_level_gtx_flag[n][2] for Coeff₀ including abs_level_gtx_flag[n][3] for Coeff₀ may be coded as a bypass bin since a remaining threshold is 0, that is, there is no remaining context-coded bin available. For example, referring to FIG. 10, the remaining context elements (abs_level_gtx_flag[n][3] and abs_level_gtx_flag[n][4]) which are context-coded for Coeff₀ in the second layer may be bypass-coded according to the existing coding order, but later, the syntax elements for coefficients Coeff₁ to Coeff_(n-1) may be coded in a syntax element order. In other words, later, abs_level_gtx_flag[n][1]s for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively, and subsequently, abs_level_gtx_flag[n][2]s for coefficients Coeff₁ to Coeff₁ may be bypass-coded. Consecutively. Next, abs_level_gtx_flag[n][3]s for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively, and subsequently, abs_level_gtx_flag[n][4]s for coefficients Coeff₁ to Coeff₁ may be bypass-coded consecutively. In addition, for example, referring to FIG. 10, even for coding syntax elements in the subsequent layer after the second layer, the proposed coding order preferential to a syntax element may be maintained.

Furthermore, the present disclosure proposes, in the case that syntax elements are bypass-coded in a simplified residual data coding structure, a method for coding bypass-coded bins by grouping the bypass-coded bins for each syntax element. Under a specific condition, there is an advantage in the coding performance perspective such as lossless coding or near-lossless coding, and the simplified residual coding structure may be used for a single coding block or a transform block. In this case, by using the method proposed in the present disclosure, instead of the existing coding order in which a coefficient position is preferential, a coding order in which a syntax element is preferential may be used.

In addition, since the number of context-coded bins usable for residual coding in one TU may be restricted to a specific threshold value, in the case that all context-coded bins usable for the TU are consumed and subsequently, the syntax elements for the TU are coded as bypass bins, one embodiment in the present disclosure proposes a method for using a coding order in which a syntax element is preferential instead of the existing coding order in which a coefficient position is preferential. Meanwhile, the existing simplified residual data coding structure may be the same as those shown in the following drawings and the description for the drawing.

FIG. 11 illustrates an example in which syntax elements are coded in the simplified residual data coding structure. Referring to FIG. 11, the existing simplified residual data coding may include coding of syntax elements sig_coeff_flag, coeff_sign_flag, and abs_remainder. FIG. 11 may illustrate a syntax element coding order of the simplified residual data coding structure having the existing coding order in which a coefficient position is preferential for one subblock/coefficient group/transform block/coding block.

For example, referring to FIG. 11, in the first layer, sig_coeff_flag and coeff_sign_flag for a specific coefficient may be coded, sig_coeff_flag and coeff_sign_flag for the next coefficient after the specific coefficient may be coded, and sig_coeff_flag and coeff_sign_flag for the coefficient up to the last coefficient position on a scan order may be coded. Later, in the second layer, coding of abs_remainder for all coefficients in a subblock may be performed in a scan order. Here, in the case that a value of the coefficient of the position is zero, a value of sig_coeff_flag may be zero, and in the case that a value of the coefficient of the position is non-zero, a value of sig_coeff_flag may be 1. In addition, coeff_sign_flag may indicate a sign of the coefficient of the position. For example, in the case that the coefficient of the position is zero, that is, in the case that sig_coeff_flag for the coefficient is zero, coeff_sign_flag for the coefficient may not be coded. Further, in the case that the coefficient is non-zero and a negative number, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is non-zero and a positive number, the coeff_sign_flag value for the coefficient may be zero (or 1). Alternatively, in the case that the coefficient is a negative number without regard to sig_coeff_flag for the coefficient, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is a positive number or zero, the coeff_sign_flag value for the coefficient may be zero (or 1). Alternatively, in the case that the coefficient is a positive number without regard to sig_coeff_flag for the coefficient, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is a negative number or zero, the coeff_sign_flag value for the coefficient may be zero (or 1).

Meanwhile, the present disclosure proposes a method for coding and grouping for each syntax element to generate an advantage in CABAC throughput and hardware complexity in the simplified residual data coding structure.

FIG. 12 illustrates an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential. For example, according to the present embodiment, as shown in FIG. 12, in the first layer, the bypass coding may be consecutively performed from sig_coeff_flag of Coeff₀ to sig_coeff_flag of Coeff_(n-1), the last coefficient in a scan order, and subsequently, consecutively performed from coeff_sign_flag of Coeff₀ to coeff_sign_flag of Coeff_(n-1), the last coefficient in the scan order. Later, the bypass coding may be consecutively performed from abs_remainder of Coeff₀ to abs_remainder of Coeff_(n-1), the last coefficient in the scan order.

Meanwhile, the simplified residual data coding structure may have a syntax structure different from that shown in FIG. 11 described above. For example, the simplified residual data coding structure as shown in the following drawing may be coded.

FIGS. 13a and 13b illustrate embodiments in which syntax elements are coded in the simplified residual data coding structure. Referring to FIGS. 13a and 13b , the simplified residual data coding may include coding of syntax elements dec_abs_level and coeff_sign_flag. FIGS. 13a and 13b may illustrate a syntax element coding order of the simplified residual data coding structure having the existing coding order in which a coefficient position is preferential for one subblock/coefficient group/transform block/coding block. For example, referring to FIG. 13a , in a layer, dec_abs_level and coeff_sign_flag for a specific coefficient may be coded, dec_abs_level and coeff_sign_flag for the next coefficient after the specific coefficient may be coded, and dec_abs_level and coeff_sign_flag for the coefficient up to the last coefficient position on a scan order may be coded. In addition, for example, referring to FIG. 13b , in a layer, coeff_sign_flag and dec_abs_level for a specific coefficient may be coded, coeff_sign_flag and dec_abs_level for the next coefficient after the specific coefficient may be coded, and coeff_sign_flag and dec_abs_level for the coefficient up to the last coefficient position on a scan order may be coded.

Here, in the case that a value of the coefficient of the position is zero, a value of dec_abs_level may be zero, and in the case that a value of the coefficient of the position is non-zero, a value of dec_abs_level may be an absolute value of the coefficient. In addition, coeff_sign_flag may indicate a sign of the coefficient of the position. For example, in the case that the coefficient of the position is zero, that is, in the case that dec_abs_level for the coefficient is zero, coeff_sign_flag for the coefficient may not be coded. Further, in the case that the coefficient is non-zero and a negative number, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is non-zero and a positive number, the coeff_sign_flag value for the coefficient may be zero (or 1). Alternatively, in the case that the coefficient is a negative number without regard to dec_abs_level for the coefficient, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is a positive number or zero, the coeff_sign_flag value for the coefficient may be zero (or 1). Alternatively, in the case that the coefficient is a positive number without regard to dec_abs_level for the coefficient, the coeff_sign_flag value for the coefficient may be 1 (or zero), and in the case that the coefficient is a negative number or zero, the coeff_sign_flag value for the coefficient may be zero (or 1).

Meanwhile, the simplified residual data coding structure may be used in the case of satisfying a specific condition in the RRC or TSRC described above. For example, residual data may be coded in the simplified residual data coding structure in the case that a current block is lossless coded or near-lossless coded, or in the case that all available context coded bins are consumed for a current block.

For example, the present disclosure proposes, in the case that all available context coded bins for the current block are consumed in the TSRC for a current block, a method for coding the syntax elements of a coefficient for the current block in the simplified residual data coding structure.

Particularly, for example, syntax elements according to the TSRC for a current block may be parsed. In this case, the maximum number of context coded bins available for the current block may be derived, and in the case that all the maximum number of context coded bins for the current block are used for coding the syntax elements for previous transform coefficients of a current transform coefficient on a scanning order, the syntax elements for the current transform coefficient and the subsequent transform coefficients of the current transform coefficient on a scanning order may be coded in the simplified residual data coding structure. Accordingly, the syntax elements for the current transform coefficient and the subsequent transform coefficients of the current transform coefficient on a scanning order may include coefficient level information and a sign flag for a transform coefficient. The decoding apparatus may derive the transform coefficient based on the syntax elements for the transform coefficient coded in the simplified residual data coding structure. For example, the coefficient level information may represent an absolute value of a coefficient level of the transform coefficient. Furthermore, the sign flag may represent a sign of the current transform coefficient. The decoding apparatus may derive a coefficient level of the transform coefficient based on the coefficient level information and derive a sign of the transform coefficient based on the sign flag.

Meanwhile, to generate an advantage in CABAC throughput and hardware complexity, the present disclosure proposes a method for coding and grouping syntax elements bypass-coded in the simplified residual data coding structure shown in FIG. 13 for each syntax element.

FIGS. 14a and 14b illustrate an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential. For example, according to the present embodiment, as shown in FIG. 14a , in a layer, bypass coding may be consecutively performed from dec_abs_level of Coeff₀ to dec_abs_level of Coeff_(n-1), the last coefficient in a scan order, and subsequently, consecutively performed from coeff_sign_flag of Coeff₀ to coeff_sign_flag of Coeff_(n-1), the last coefficient in the scan order. Alternatively, for example, according to the present embodiment, as shown in FIG. 14b , in a layer, the bypass coding may be consecutively performed from coeff_sign_flag of Coeff₀ to coeff_sign_flag of Coeff_(n-1), the last coefficient in a scan order, and subsequently, consecutively performed from dec_abs_level of Coeff₀ to dec_abs_level of Coeff_(n-1), the last coefficient in the scan order. According to the present embodiment, bypass-coded bins may be grouped for each syntax element and consecutively coded, and an effect may be generated such as throughput of entropy coding may be improved, and hardware complexity may be reduced.

Meanwhile, the simplified residual data coding structure may have a syntax structure different from those of shown in FIG. 11, FIG. 13a , and FIG. 13b described above. For example, the simplified residual data coding structure as shown in the following drawing may be coded.

FIG. 15 illustrates embodiments in which syntax elements are coded in the simplified residual data coding structure. Referring to FIG. 15, simplified residual data coding may include coding of syntax elements sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], par_level_flag, and abs_remainder. FIG. 15 may illustrate a syntax element coding order of the simplified residual data coding structure having the existing coding order in which a coefficient position is preferential for one subblock/coefficient group/transform block/coding block. For example, referring to FIG. 15, in the first layer, sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], and par_level_flag for a specific coefficient may be coded, sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], and par_level_flag for the next coefficient after the specific coefficient may be coded, and sig_coeff_flag, coeff_sign_flag, abs_level_gtx_flag[n][0], and par_level_flag for the coefficient up to the last coefficient position on a scan order may be coded. Later, in the second layer, coding of abs_remainder for all coefficients in a subblock may be performed in a scan order.

Meanwhile, to generate an advantage in CABAC throughput and hardware complexity, the present disclosure proposes a method for coding and grouping syntax elements bypass-coded in the simplified residual data coding structure shown in FIG. 15 for each syntax element.

FIG. 16 illustrates an example of coding syntax elements bypass-coded in the simplified residual data coding structure in a coding order in which a syntax element is preferential instead of a coding order in which a coefficient position is preferential. For example, according to the present embodiment, as shown in FIG. 16, in the first layer, the bypass coding may be consecutively performed from sig_coeff_flag of Coeff₀ to sig_coeff_flag of Coeff_(n-1), the last coefficient in a scan order, subsequently, consecutively performed from coeff_sign_flag of Coeff₀ to coeff_sign_flag of Coeff_(n-1), the last coefficient in the scan order, subsequently, consecutively performed from abs_level_gtx_flag[n][0] of Coeff₀ to abs_level_gtx_flag[n][0] of Coeff_(n-1), the last coefficient in the scan order, and subsequently, consecutively performed from par_level_flag of Coeff₀ to par_level_flag of Coeff_(n-1), the last coefficient in the scan order. Later, in the second layer, the bypass coding may be consecutively performed from abs_remainder of Coeff₀ to abs_remainder of Coeff_(n-1), the last coefficient in the scan order. According to the present embodiment, bypass-coded bins may be grouped for each syntax element and consecutively coded, and an effect may be generated such as throughput of entropy coding may be improved, and hardware complexity may be reduced.

FIG. 17 briefly illustrates an image encoding method performed by an encoding apparatus according to the present disclosure. The method proposed in FIG. 17 may be performed by the encoding apparatus disclosed in FIG. 2. Particularly, for example, step S1700 may be performed by the residual processor of the encoding apparatus, and steps S1710 to S1730 may be performed by the entropy encoder of the encoding apparatus. In addition, although it is not shown in the drawing, a process of deriving a prediction sample may be performed by the predictor of the encoding apparatus, a process of deriving a residual sample for the current block based on the original sample and the prediction sample for the current block may be performed by the subtractor of the encoding apparatus, and a process of deriving reconstructed samples for the current block based on the residual samples and the prediction samples for the current block may be performed by the adder of the encoding apparatus.

The encoding apparatus derives transform coefficients for the current block (step S1700). For example, the encoding apparatus may determine whether an inter prediction or an intra prediction is performed to the current block and determine a specific inter prediction mode or a specific intra prediction mode based on an RD cost. According to the determined mode, the encoding apparatus may derive prediction samples for the current block and may derive the residual samples through a subtraction between the original samples and the prediction samples for the current block.

Later, the encoding apparatus may derive transform coefficients of the current block based on the residual samples. For example, the encoding apparatus may determine whether a transform is applied to the current block. That is, the encoding apparatus may determine whether a transform is applied to the residual samples of the current block. The encoding apparatus may determine whether a transform is applied to the current block considering a coding efficiency. For example, the encoding apparatus may determine that a transform is not applied to the current block. The block to which a transform is not applied may be referred to as a transform skip block. That is, for example, the current block may be a transform skip block.

When a transform is not applied to the current block, that is, when a transform is not applied to the residual samples, the encoding apparatus may derive the derived residual samples as the current transform coefficients. In addition, when a transform is applied to the current block, that is, when a transform is applied to the residual samples, the encoding apparatus may derive the transform coefficients by performing a transform for the residual samples. The current block may include a plurality of subblocks or coefficient groups (CGs). In addition, a size of the subblock of the current block may be a 4×4 size or 2×2 size. That is, the subblock of the current block may include a maximum of 16 non-zero transform coefficients or a maximum of 4 non-zero transform coefficients.

Here, the current block may be a coding block (CB) or a transform block (TB). In addition, the transform coefficient may also be represented as a residual coefficient.

The encoding apparatus generates syntax elements for a first transform coefficient to an n-th transform coefficient of the current block (step S1710). The encoding apparatus may generate and encode the syntax elements for the first transform coefficient to the n-th transform coefficient of the current block. The residual information of the current block may include the syntax elements for the first transform coefficient to the n-th transform coefficient of the current block.

For example, the residual information may include the syntax elements for the first transform coefficient to the n-th transform coefficient of the current block. Here, for example, the syntax elements may be syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC). The syntax elements according to the first residual data coding structure may include context-coded syntax elements and/or bypass-coded syntax elements for the transform coefficient. The syntax elements according to the first residual data coding structure may include syntax elements such as sig_coeff_flag, coeff_sign_flag, abs_level_gt1_flag, par_level_flag, abs_level_gtX_flag, abs_remainder, and/or coeff_sign_flag.

For example, the context-coded syntax elements for the transform coefficient may include a significant coefficient flag indicating whether the transform coefficient is a non-zero transform coefficient, a sign flag indicating a sign for the transform coefficient, a first coefficient level flag for whether a coefficient level for the transform coefficient is greater than a first threshold value, and/or a parity level flag for a parity of a coefficient level for the transform coefficient. In addition, for example, the context-coded syntax elements may include a second coefficient level flag for whether a coefficient level for the transform coefficient is greater than a second threshold value, a third coefficient level flag for whether a coefficient level for the transform coefficient is greater than a third threshold value, a fourth coefficient level flag for whether a coefficient level for the transform coefficient is greater than a fourth threshold value, and/or a fifth coefficient level flag for whether a coefficient level for the transform coefficient is greater than a fifth threshold value. Here, the significant coefficient flag may be sig_coeff_flag, the sign flag may be ceff_sign_flag, the first coefficient level flag may be abs_level_gt1_flag, and the parity level flag may be par_level_flag. Furthermore, the second coefficient level flag may be abs_level_gt3_flag or abs_level_gtx_flag, the third coefficient level flag may be abs_level_gt5_flag or abs_level_gtx_flag, the fourth coefficient level flag may be abs_level_gt1_flag or abs_level_gtx_flag, and the fifth coefficient level flag may be abs_level_gt9_flag or abs_level_gtx_flag.

In addition, for example, the bypass-coded syntax elements for the transform coefficient may include coefficient level information for a value (or coefficient level) of the transform coefficient and/or a sign flag indicating a sign for the transform coefficient. The coefficient level information may be abs_remainder and/or dec_abs_level, and the sign flag may be ceff_sign_flag.

Furthermore, the number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient may be the same as the maximum number of context-coded bins of the current block. That is, for example, all the context-coded bins for the current block may be used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient. For example, the maximum number of context-coded bins of the current block may be derived based on a width and a height of the current block. For example, the maximum number of context-coded bins of the current block may be derived as a value of the number of samples of the current block multiplied by a specific value. Here, the number of samples may be derived as a value of multiplying a width and a height of the current block. In addition, the specific value may have an integer value such as 2 or a decimal value such as 1.5, 1.75, or 1.25.

Meanwhile, for example, the syntax elements according to the first residual data coding structure may be coded in a coding order according to a coefficient position. The coding order according to a coefficient position may be a scanning order of the transform coefficients. For example, the scanning order may be a raster scan order. For example, the raster scan order may represent the order of scanning sequentially from a top line downwardly and scanning from left to right in each line. For example, the syntax elements according to the first residual data coding structure may be coded in an order from the syntax elements for the first transform coefficient to the syntax elements for the n-th transform coefficient. In addition, for example, when the current block includes a plurality of subblocks or coefficient groups (CGs), the plurality of subblocks or coefficient groups may be coded in the scanning order, and the syntax elements for transform coefficients in each subblock or the coefficient group may be coded in the scanning order.

Meanwhile, for example, the residual information may include a transform skip flag for the current block. The transform skip flag may indicate whether a transform is applied to the current block. That is, the transform skip flag may indicate whether a transform is applied to the transform coefficients of the current block. The syntax element indicating the transform skip flag may be transform_skip_flag described above. For example, when a value of the transform skip flag is zero, the transform skip flag may represent that a transform is not applied to the current block, and when a value of the transform skip flag is 1, the transform skip flag may represent that a transform is applied to the current block. For example, when the current block is a transform skip block, a value of the transform skip flag for the current block may be 1.

The encoding apparatus generates syntax elements for an n+1th transform coefficient to a last transform coefficient of the current block (step S1720). The encoding apparatus may generate and encode the syntax elements for the n+1 th transform coefficient to the last transform coefficient of the current block. The residual information of the current block may include the syntax elements for the n+1th transform coefficient to the last transform coefficient of the current block.

For example, the residual information may include the syntax elements for the n+1 th transform coefficient to the last transform coefficient of the current block. Here, for example, the syntax element may be syntax elements according to a second residual data coding structure of Transform Skip Residual Coding (TSRC). The syntax elements according to the second residual data coding structure may be referred to as the syntax elements according to the simplified residual data coding structure. For example, when all context-coded bins for the current block are used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient, that is, for example, when the number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to or greater than the maximum number of context-coded bins of the current block, the encoding apparatus may generate and encode the syntax elements for the n+1th transform coefficient to the last transform coefficient of the current block, which are the syntax elements according to the second residual data coding structure of TSRC.

For example, the syntax elements according to the second residual data coding structure may include bypass-coded syntax elements for the transform coefficient. For example, the syntax elements according to the second residual data coding structure may include coefficient level information and a sign flag for the transform coefficient. For example, the syntax elements according to the second residual data coding structure may include coefficient level information for an absolute value of a coefficient level of the transform coefficient and a sign flag for a sign of the transform coefficient. The syntax elements for the transform coefficient may be coded based on a bypass. That is, the residual syntax elements for the transform coefficient may be coded based on a uniform probability distribution. For example, the coefficient level information may represent an absolute value of a coefficient level of the transform coefficient. In addition, the sign flag may represent a sign of the transform coefficient. For example, when a value of the sign flag is zero, the sign flag may indicate that a coefficient level of the transform coefficient is a positive value, and when a value of the sign flag is 1, the sign flag may indicate that a coefficient level of the transform coefficient is a negative value. The coefficient level information may be abs_remainder described above, and the sign flag may be coeff_sign_flag described above.

Meanwhile, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order according to a coefficient position. The coding order according to a coefficient position may be a scanning order of the transform coefficients. For example, the scanning order may be a raster scan order. For example, the raster scan order may represent the order of scanning sequentially from a top line downwardly and scanning from left to right in each line. For example, the syntax elements according to the second residual data coding structure may be coded in an order from the syntax elements for the n+1th transform coefficient to the last transform coefficient. In addition, for example, when the current block includes a plurality of subblocks or coefficient groups (CGs), the plurality of subblocks or coefficient groups may be coded in the scanning order, and the syntax elements for transform coefficients in each subblock or the coefficient group may be coded in the scanning order.

In addition, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order according to a syntax element. That is, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order in which a syntax element is preferential. For example, coefficient level information for the n+1 th transform coefficient to the last transform coefficient may be coded, and thereafter, sign flags for the n+1th transform coefficient to the last transform coefficient may be coded. Particularly, for example, the coefficient level information may be coded in an order from the coefficient level information for the n+1th transform coefficient to the coefficient level information for the last transform coefficient, and later, the sign flags may be coded in an order from the sign flag for the n+1 th transform coefficient to the sign flag for the last transform coefficient.

The encoding apparatus encodes image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure (step S1730). The encoding apparatus may encode the image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure. For example, the image information may include residual information of the current block. The residual information may include the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure. For example, the encoding apparatus may encode the image information including the residual information and output the image information in a bitstream format. The bitstream may be transmitted to the decoding apparatus through a network or a storage medium.

In addition, for example, the encoding apparatus may generate prediction information for the current block. The image information may include the prediction information for the current block. The prediction information may include information for an inter prediction mode or an intra prediction mode performed in the current block. The decoding apparatus may perform an inter prediction or an intra prediction for the current block based on the prediction information received through the bitstream and derive prediction samples of the current block.

Meanwhile, the bitstream may be transmitted to the decoding apparatus through over a network or a (digital) storage medium. Here, the network may include a broadcasting network and/or a communication network, and the digital storage medium may include various storage media such as USB, SD, CD, DVD, Blu-ray, HDD, SSD, and the like.

FIG. 18 briefly illustrates an encoding apparatus for performing an image encoding method according to the present disclosure. The method proposed in FIG. 17 may be performed by the encoding apparatus disclosed in FIG. 18. Particularly, for example, the residual processor of the encoding apparatus may perform step S1700 shown in FIG. 17, and the entropy encoder of the encoding apparatus may perform steps S1710 to S1730. In addition, although it is not shown in the drawing, a process of deriving a prediction sample may be performed by the predictor of the encoding apparatus, a process of deriving a residual sample for the current block based on the original sample and the prediction sample for the current block may be performed by the subtractor of the encoding apparatus, and a process of deriving reconstructed samples for the current block based on the residual samples and the prediction samples for the current block may be performed by the adder of the encoding apparatus.

FIG. 19 briefly illustrates an image decoding method performed by a decoding apparatus according to the present disclosure. The method proposed in FIG. 19 may be performed by the decoding apparatus disclosed in FIG. 3. Particularly, for example, steps S1900 and S1910 shown in FIG. 19 may be performed by the entropy decoder of the decoding apparatus, steps S1920 and S1930 shown in FIG. 19 may be performed by the residual processor of the decoding apparatus, and step S1940 may be performed by the adder of the decoding apparatus. In addition, although it is not shown in the drawing, a process of receiving prediction information for the current block may be performed by the entropy decoder of the decoding apparatus, and a process of deriving a prediction sample of the current block may be performed by the predictor of the decoding apparatus.

The decoding apparatus obtains syntax elements for a first transform coefficient to an n-th transform coefficient of a current block (step S1900). The decoding apparatus may obtain image information including residual information for the current block. The residual information may include the syntax elements for a transform coefficient of the current block. Here, the current block may be a coding block (CB) or a transform block (TB). In addition, the transform coefficient may also be represented as a residual coefficient.

For example, the residual information may include the syntax elements for the first transform coefficient to the n-th transform coefficient of the current block. That is, for example, the decoding apparatus obtains the syntax elements for the first transform coefficient to the n-th transform coefficient of the current block. Here, for example, the syntax elements may be syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC). The syntax elements according to the first residual data coding structure may include context-coded syntax elements and/or bypass-coded syntax elements for the transform coefficient. The syntax elements according to the first residual data coding structure may include syntax elements such as sig_coeff_flag, coeff_sign_flag, abs_level_gt1_flag, par_level_flag, abs_level_gtX_flag, abs_remainder and/or coeff_sign_flag.

For example, the context-coded syntax elements for the transform coefficient may include a significant coefficient flag indicating whether the transform coefficient is a non-zero transform coefficient, a sign flag indicating a sign for the transform coefficient, a first coefficient level flag for whether a coefficient level for the transform coefficient is greater than a first threshold value, and/or a parity level flag for a parity of a coefficient level for the transform coefficient. In addition, for example, the context-coded syntax elements may include a second coefficient level flag for whether a coefficient level for the transform coefficient is greater than a second threshold value, a third coefficient level flag for whether a coefficient level for the transform coefficient is greater than a third threshold value, a fourth coefficient level_flag for whether a coefficient level for the transform coefficient is greater than a fourth threshold value, and/or a fifth coefficient level flag for whether a coefficient level for the transform coefficient is greater than a fifth threshold value. Here, the significant coefficient flag may be sig_coeff_flag, the sign flag may be ceff_sign_flag, the first coefficient level flag may be abs_level_gt1_flag, and the parity level flag may be par_level_flag. Furthermore, the second coefficient level flag may be abs_level_gt3_flag or abs_level_gtx_flag, the third coefficient level flag may be abs_level_gt5_flag or abs_level_gtx_flag, the fourth coefficient level flag may be abs_level_gt1_flag or abs_level_gtx_flag, and the fifth coefficient level flag may be abs_level_gt9_flag or abs_level_gtx_flag.

In addition, for example, the bypass-coded syntax elements for the transform coefficient may include coefficient level information for a value (or coefficient level) of the transform coefficient and/or a sign flag indicating a sign for the transform coefficient. The coefficient level information may be abs_remainder and/or dec_abs_level, and the sign flag may be ceff_sign_flag.

Furthermore, the number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient may be the same as the maximum number of context-coded bins of the current block. That is, for example, all the context-coded bins for the current block may be used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient. For example, the maximum number of context-coded bins of the current block may be derived based on a width and a height of the current block. For example, the maximum number of context-coded bins of the current block may be derived as a value of the number of samples of the current block multiplied by a specific value. Here, the number of samples may be derived as a value of multiplying a width and a height of the current block. In addition, the specific value may have an integer value such as 2 or a decimal value such as 1.5, 1.75, or 1.25.

Meanwhile, for example, the syntax elements according to the first residual data coding structure may be coded in a coding order according to a coefficient position. The coding order according to a coefficient position may be a scanning order of the transform coefficients. For example, the scanning order may be a raster scan order. For example, the raster scan order may represent the order of scanning sequentially from a top line downwardly and scanning from left to right in each line. For example, the syntax elements according to the first residual data coding structure may be coded in an order from the syntax elements for the first transform coefficient to the syntax elements for the n-th transform coefficient. In addition, for example, when the current block includes a plurality of subblocks or coefficient groups (CGs), the plurality of subblocks or coefficient groups may be coded in the scanning order, and the syntax elements for transform coefficients in each subblock or the coefficient group may be coded in the scanning order.

In addition, for example, the residual information may include a transform skip flag for the current block. The transform skip flag may indicate whether a transform is applied to the current block. That is, the transform skip flag may indicate whether a transform is applied to the transform coefficients of the current block. The syntax element indicating the transform skip flag may be transform_skip_flag described above. For example, when a value of the transform skip flag is zero, the transform skip flag may represent that a transform is not applied to the current block, and when a value of the transform skip flag is 1, the transform skip flag may represent that a transform is applied to the current block. For example, when the current block is a transform skip block, a value of the transform skip flag for the current block may be 1.

The decoding apparatus obtains syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block (step S1910).

For example, the residual information may include the syntax elements for the n+1 th transform coefficient to the last transform coefficient of the current block. That is, for example, the decoding apparatus may obtain the syntax elements for the n+1 th transform coefficient to the last transform coefficient of the current block. Here, for example, the syntax element may be syntax elements according to a second residual data coding structure of Transform Skip Residual Coding (TSRC). The syntax elements according to the second residual data coding structure may be referred to as the syntax elements according to the simplified residual data coding structure. For example, when all context-coded bins for the current block are used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient, that is, for example, when the number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to or greater than the maximum number of context-coded bins of the current block, the decoding apparatus may obtain the syntax elements for the n+1 th transform coefficient to the last transform coefficient of the current block, which are the syntax elements according to the second residual data coding structure of TSRC.

For example, the syntax elements according to the second residual data coding structure may include bypass-coded syntax elements for the transform coefficient. For example, the syntax elements according to the second residual data coding structure may include coefficient level information and a sign flag for the transform coefficient. For example, the syntax elements according to the second residual data coding structure may include coefficient level information for an absolute value of a coefficient level of the transform coefficient and a sign flag for a sign of the transform coefficient. The syntax elements for the transform coefficient may be coded based on a bypass. That is, the residual syntax elements for the transform coefficient may be coded based on a uniform probability distribution. For example, the coefficient level information may represent an absolute value of a coefficient level of the transform coefficient. In addition, the sign flag may represent a sign of the transform coefficient. For example, when a value of the sign flag is zero, the sign flag may indicate that a coefficient level of the transform coefficient is a positive value, and when a value of the sign flag is 1, the sign flag may indicate that a coefficient level of the transform coefficient is a negative value. The coefficient level information may be abs_remainder described above, and the sign flag may be coeff_sign_flag described above.

Meanwhile, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order according to a coefficient position. The coding order according to a coefficient position may be a scanning order of the transform coefficients. For example, the scanning order may be a raster scan order. For example, the raster scan order may represent the order of scanning sequentially from a top line downwardly and scanning from left to right in each line. For example, the syntax elements according to the second residual data coding structure may be coded in an order from the syntax elements for the n+1th transform coefficient to the last transform coefficient. In addition, for example, when the current block includes a plurality of subblocks or coefficient groups (CGs), the plurality of subblocks or coefficient groups may be coded in the scanning order, and the syntax elements for transform coefficients in each subblock or the coefficient group may be coded in the scanning order.

In addition, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order according to a syntax element. That is, for example, the syntax elements according to the second residual data coding structure may be coded in a coding order in which a syntax element is preferential. For example, coefficient level information for the n+1 th transform coefficient to the last transform coefficient may be coded, and thereafter, sign flags for the n+1th transform coefficient to the last transform coefficient may be coded. Particularly, for example, the coefficient level information may be coded in an order from the coefficient level information for the n+1th transform coefficient to the coefficient level information for the last transform coefficient, and later, the sign flags may be coded in an order from the sign flag for the n+1 th transform coefficient to the sign flag for the last transform coefficient.

The decoding apparatus derives transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure (step S1920). The decoding apparatus may derive the transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure.

For example, the decoding apparatus may derive the first transform coefficient to the n-th transform coefficient of the current block based on the syntax elements according to the first residual data coding structure.

In addition, for example, the decoding apparatus may derive the n+1th transform coefficient to the last transform coefficient based on the syntax elements according to the second residual data coding structure. For example, the coefficient level for the transform coefficient may be derived as a value represented by the coefficient level information, and the sign of the transform coefficient may be derived as a sign represented by the sign flag. In this case, for example, the transform coefficient may be derived without performing level mapping.

The decoding apparatus derives residual samples of the current block based on the transform coefficients (step S1930). The decoding apparatus may derive the residual samples of the current block based on the transform coefficients. In one example, when it is derived that a transform is not applied to the current block based on the transform skip flag, that is, when a value of the transform skip flag is 1, the decoding apparatus may derive the transform coefficients as derive the residual samples of the current block. Alternatively, for example, when it is derived that a transform is not applied to the current block based on the transform skip flag, that is, when a value of the transform skip flag is 1, the decoding apparatus may derive the residual samples of the current block by dequantizing the transform coefficients. Alternatively, for example, when it is derived that a transform is applied to the current block based on the transform skip flag, that is, when a value of the transform skip flag is zero, the decoding apparatus may derive the residual samples of the current block by inverse-transforming the transform coefficients. Alternatively, for example, when it is derived that a transform is applied to the current block based on the transform skip flag, that is, when a value of the transform skip flag is zero, the decoding apparatus may derive the residual samples of the current block by dequantizing the transform coefficients and inverse-transforming the dequantized transform coefficients.

The decoding apparatus generates a reconstructed picture based on the residual samples (step S1940). For example, the decoding apparatus may generate reconstructed samples and/or the reconstructed picture based on the residual samples. For example, the decoding apparatus may perform an inter prediction mode or an intra prediction mode for the current block based on the prediction information received through the bitstream and derive prediction samples and may generate the reconstructed samples through an addition of the prediction sample and the residual samples.

Later, as occasion demands, in order to improve subjective/objective image quality, the decoding apparatus may apply the in-loop filtering process such as deblocking filtering, SAO and/or ALF process to the reconstructed picture as described above.

FIG. 20 briefly illustrates a decoding apparatus for performing an image decoding method according to the present disclosure. The method proposed in FIG. 19 may be performed by the decoding apparatus disclosed in FIG. 20. Particularly, for example, the entropy decoder of the decoding apparatus may perform steps S1900 and S1910 shown in FIG. 19, the residual processor of the decoding apparatus may perform steps S1920 and S1930 shown in FIG. 19, and the adder of the decoding apparatus may perform step S1940 shown in FIG. 19. In addition, although it is not shown in the drawing, a process of receiving prediction information for the current block may be performed by the entropy decoder of the decoding apparatus shown in FIG. 20, and a process of deriving a prediction sample of the current block may be performed by the predictor of the decoding apparatus shown in FIG. 20.

According to the present disclosure described above, the efficiency of residual coding may be improved.

Furthermore, according to the present disclosure, when the maximum number of context-coded bins for a current block is consumed in TSRC, syntax elements according to a simplified residual data coding structure may be signaled, and through this, the coding complexity of bypass-coded syntax elements is reduced, and the overall residual coding efficiency may be improved.

Furthermore, according to the present disclosure, as a coding order of bypass-coded syntax elements, an order in which a syntax element is preferential may be used, and through this, the coding efficiency of the bypass-coded syntax elements may be improved, and the overall residual coding efficiency may be improved.

In the above-described embodiment, the methods are described based on the flowchart having a series of steps or blocks. The present disclosure is not limited to the order of the above steps or blocks. Some steps or blocks may occur simultaneously or in a different order from other steps or blocks as described above. Further, those skilled in the art will understand that the steps shown in the above flowchart are not exclusive, that further steps may be included, or that one or more steps in the flowchart may be deleted without affecting the scope of the present disclosure.

The embodiments described in this specification may be performed by being implemented on a processor, a microprocessor, a controller or a chip. For example, the functional units shown in each drawing may be performed by being implemented on a computer, a processor, a microprocessor, a controller or a chip. In this case, information for implementation (e.g., information on instructions) or algorithm may be stored in a digital storage medium.

In addition, the decoding apparatus and the encoding apparatus to which the present disclosure is applied may be included in a multimedia broadcasting transmission/reception apparatus, a mobile communication terminal, a home cinema video apparatus, a digital cinema video apparatus, a surveillance camera, a video chatting apparatus, a real-time communication apparatus such as video communication, a mobile streaming apparatus, a storage medium, a camcorder, a VoD service providing apparatus, an Over the top (OTT) video apparatus, an Internet streaming service providing apparatus, a three-dimensional (3D) video apparatus, a teleconference video apparatus, a transportation user equipment (e.g., vehicle user equipment, an airplane user equipment, a ship user equipment, etc.) and a medical video apparatus and may be used to process video signals and data signals. For example, the Over the top (OTT) video apparatus may include a game console, a blue-ray player, an internet access TV, a home theater system, a smart phone, a tablet PC, a Digital Video Recorder (DVR), and the like.

Furthermore, the processing method to which the present disclosure is applied may be produced in the form of a program that is to be executed by a computer and may be stored in a computer-readable recording medium. Multimedia data having a data structure according to the present disclosure may also be stored in computer-readable recording media. The computer-readable recording media include all types of storage devices in which data readable by a computer system is stored. The computer-readable recording media may include a BD, a Universal Serial Bus (USB), ROM, PROM, EPROM, EEPROM, RAM, CD-ROM, a magnetic tape, a floppy disk, and an optical data storage device, for example. Furthermore, the computer-readable recording media includes media implemented in the form of carrier waves (e.g., transmission through the Internet). In addition, a bit stream generated by the encoding method may be stored in a computer-readable recording medium or may be transmitted over wired/wireless communication networks.

In addition, the embodiments of the present disclosure may be implemented with a computer program product according to program codes, and the program codes may be performed in a computer by the embodiments of the present disclosure. The program codes may be stored on a carrier which is readable by a computer.

FIG. 21 illustrates a structural diagram of a contents streaming system to which the present disclosure is applied.

The content streaming system to which the embodiment(s) of the present disclosure is applied may largely include an encoding server, a streaming server, a web server, a media storage, a user device, and a multimedia input device.

The encoding server compresses content input from multimedia input devices such as a smartphone, a camera, a camcorder, etc. Into digital data to generate a bitstream and transmit the bitstream to the streaming server. As another example, when the multimedia input devices such as smartphones, cameras, camcorders, etc. directly generate a bitstream, the encoding server may be omitted.

The bitstream may be generated by an encoding method or a bitstream generating method to which the embodiment(s) of the present disclosure is applied, and the streaming server may temporarily store the bitstream in the process of transmitting or receiving the bitstream.

The streaming server transmits the multimedia data to the user device based on a user's request through the web server, and the web server serves as a medium for informing the user of a service. When the user requests a desired service from the web server, the web server delivers it to a streaming server, and the streaming server transmits multimedia data to the user. In this case, the content streaming system may include a separate control server. In this case, the control server serves to control a command/response between devices in the content streaming system.

The streaming server may receive content from a media storage and/or an encoding server. For example, when the content is received from the encoding server, the content may be received in real time. In this case, in order to provide a smooth streaming service, the streaming server may store the bitstream for a predetermined time.

Examples of the user device may include a mobile phone, a smartphone, a laptop computer, a digital broadcasting terminal, a personal digital assistant (PDA), a portable multimedia player (PMP), navigation, a slate PC, tablet PCs, ultrabooks, wearable devices (ex. Smartwatches, smart glasses, head mounted displays), digital TVs, desktops computer, digital signage, and the like. Each server in the content streaming system may be operated as a distributed server, in which case data received from each server may be distributed.

The claims described in the present disclosure may be combined in various ways. For example, the technical features of the method claims of the present disclosure may be combined to be implemented as an apparatus, and the technical features of the apparatus claims of the present disclosure may be combined to be implemented as a method. In addition, the technical features of the method claim of the present disclosure and the technical features of the apparatus claim may be combined to be implemented as an apparatus, and the technical features of the method claim of the present disclosure and the technical features of the apparatus claim may be combined to be implemented as a method. 

1. An image decoding method, performed by a decoding apparatus, the method comprising: obtaining syntax elements for a first transform coefficient to an n-th transform coefficient of a current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC); obtaining syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC; deriving transform coefficients of the current block based on the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure; deriving residual samples of the current block based on the transform coefficients; and generating a reconstructed picture based on the residual samples, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.
 2. The image decoding method of claim 1, wherein the context-coded syntax elements among the syntax elements according to the first residual data coding structure includes a significant coefficient flag for whether a transform coefficient is a non-zero transform coefficient, a sign flag for a sign for the transform coefficient, a first coefficient level flag for whether a coefficient level of the transform coefficient is greater than a first threshold value, and a parity level flag for a parity of the coefficient level for the transform coefficient.
 3. The image decoding method of claim 1, wherein the current block is a transform skip block, wherein a transform skip flag representing whether transform is applied to the current block is obtained, and wherein a value of the transform skip flag for the current block is
 1. 4. The image decoding method of claim 1, wherein the maximum number of the context-coded bins of the current block is derived based on a width and a height of the current block.
 5. The image decoding method of claim 1, wherein the syntax elements for the n+1th transform coefficient to the last transform coefficient are derived based on the syntax elements according to the second residual data coding structure.
 6. The image decoding method of claim 5, wherein a coefficient level of the transform coefficient is derived as a value represented by the coefficient level information for the transform coefficient, and a sign of the transform coefficient is derived as a sign indicated by the sign flag.
 7. The image decoding method of claim 1, wherein the context-coded bins for the current block are all used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient.
 8. An image encoding method, performed by an encoding apparatus, the method comprising: deriving transform coefficients for a current block; generating syntax elements for a first transform coefficient to an n-th transform coefficient of the current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC); generating syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC; encoding image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.
 9. The image encoding method of claim 8, wherein the context-coded syntax elements among the syntax elements according to the first residual data coding structure includes a significant coefficient flag for whether a transform coefficient is a non-zero transform coefficient, a sign flag for a sign for the transform coefficient, a first coefficient level flag for whether a coefficient level of the transform coefficient is greater than a first threshold value, and a parity level flag for a parity of the coefficient level for the transform coefficient.
 10. The image encoding method of claim 8, wherein the current block is a transform skip block, wherein the image information includes a transform skip flag representing whether transform is applied to the current block, and wherein a value of the transform skip flag for the current block is
 1. 11. The image encoding method of claim 8, wherein the maximum number of the context-coded bins of the current block is derived based on a width and a height of the current block.
 12. The image encoding method of claim 8, wherein the context-coded bins for the current block are all used as bins of the context-coded syntax elements for the first transform coefficient to the n-th transform coefficient.
 13. A non-transitory computer-readable storage medium storing a bitstream generated by a method, the method comprising: deriving transform coefficients for a current block; generating syntax elements for a first transform coefficient to an n-th transform coefficient of the current block, wherein the syntax elements are syntax elements according to a first residual data coding structure of Transform Skip Residual Coding (TSRC); generating syntax elements for an n+1 th transform coefficient to a last transform coefficient of the current block, wherein the syntax elements are syntax elements according to a second residual data coding structure of the TSRC; encoding image information including the syntax elements according to the first residual data coding structure and the syntax elements according to the second residual data coding structure; and generating the bitstream including the image information, wherein a number of context-coded syntax elements for the first transform coefficient to the n-th transform coefficient is equal to a maximum number of context coded bins of the current block, and wherein the syntax elements according to the second residual data coding structure include coefficient level information and a sign flag for a transform coefficient.
 14. The computer-readable storage medium of claim 13, wherein the context-coded syntax elements among the syntax elements according to the first residual data coding structure includes a significant coefficient flag for whether a transform coefficient is a non-zero transform coefficient, a sign flag for a sign for the transform coefficient, a first coefficient level flag for whether a coefficient level of the transform coefficient is greater than a first threshold value, and a parity level flag for a parity of the coefficient level for the transform coefficient.
 15. The computer-readable storage medium of claim 13, wherein context-coded bins for the current block are all used as bins of the context-coded residual syntax elements for the residual coefficients before the current residual coefficient. 